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## MHT-CET Maths Videos

#### About Course

### What Will I Learn?

#### Topics for this course

####
Trigonometric II

#####
Compound Angle Formula – 300:00:00

#####
Compound Angle Formula – 400:00:00

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Allied Angle Formula Introduction00:00:00

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Allied Angle Formula Part-100:00:00

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Allied Angle Formula Part-200:00:00

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Allied Angle Formula Part-300:00:00

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Allied Angle Formula Part-400:00:00

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Factorization and Defactorization Formula Part – 100:00:00

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Factorization and Defactorization Formula Part – 200:00:00

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Factorization and Defactorization Formula Part – 300:00:00

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Factorization and Defactorization Formula Part – 400:00:00

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Factorization and Defactorization Formula Part – 500:00:00

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Triple Angle Formula Sin 3 Theta00:00:00

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Triple Angle Formula Cos 3 Theta00:00:00

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Triple Angle Formula Tan 3 Theta00:00:00

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Triple Angle Formula Summary00:00:00

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Trigonometry Functions of Angles of a Triangle Part – 100:00:00

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Trigonometry Functions of Angles of a Triangle Part – 200:00:00

####
Straight Line

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Angle of Inclination00:00:00

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Slope of Line00:00:00

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Slope of Perpendicular Lines00:00:00

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Angle Between Intersecting Lines00:00:00

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Equations of a Straight Line Point Slope Form00:00:00

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Equations of a Straight Line Slope Intercept Form00:00:00

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Equations of a Straight Line Two Point Form00:00:00

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Equations of a Straight Line Double Intercept Form00:00:00

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Equations of a Straight Line Normal Form00:00:00

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Equation of a Straight Line General Form00:00:00

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Distance of Line from Origin00:00:00

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Distance of a Point from a Given Line Part – 100:00:00

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Distance Between Two Parallel Lines00:00:00

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Numericals (Level 1)00:00:00

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Numericals (Level 2)00:00:00

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Circle

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Equation of a Standard Circle00:00:00

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Equation of Circle – Centre Radius Form00:00:00

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Equation of a Diameter Form00:00:00

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General Form of Equation of a Circle00:00:00

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Parametric Equation of Circle00:00:00

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Equation of Tangent (General Circle)00:00:00

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Equation of Tangent (Standard Circle)00:00:00

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Numericals (Level 1)00:00:00

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Numericals (Level 2)00:00:00

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Numericals (Level 3)00:00:00

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Complex Numbers

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Introduction00:00:00

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Integral Powers of Iota (I)00:00:00

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Conjugate of a Complex Numbers00:00:00

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Equality of Complex Numbers00:00:00

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Addition and Subtraction of Complex Numbers00:00:00

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Multiplication of Complex Numbers00:00:00

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Division of Complex Numbers00:00:00

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Square Root of a Complex Number00:00:00

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Modulus of a Complex Numbers00:00:00

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Argument (Amplitude) of a Complex Number 100:00:00

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Argument (Amplitude) of a Complex Number 200:00:00

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Polar Form of a Complex Numbers00:00:00

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Euler’s (Exponential) Form of a Complex Number00:00:00

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De Moivre’s Theorem00:00:00

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Cube Roots of Unity00:00:00

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Numericals (Level 1)00:00:00

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Numericals (Level 2)00:00:00

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Numericals (Level 3)00:00:00

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Sets

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Sets Introduction and Definition00:00:00

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Representing a Set00:00:00

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Types of Sets Part – 100:00:00

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Types of Sets Part – 200:00:00

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Types of Sets Part – 200:00:00

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Operations on Sets Part – 100:00:00

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Operations on Sets Part – 200:00:00

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Operations on Sets Part – 300:00:00

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De Morgan’s Law00:00:00

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Types of Interval00:00:00

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Permutation and Combination

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Introduction00:00:00

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Principles of Counting00:00:00

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Permutations (No of Arrangements)00:00:00

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Algorithm (Example)00:00:00

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Permutation of Alike Objects00:00:00

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Some Formulas of Combination00:00:00

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Combination (No of Selection) Part 100:00:00

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Combination (No of selection) Part 200:00:00

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Numerical (Level 1)00:00:00

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Probability

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Introduction00:00:00

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Definition of Probability00:00:00

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Types of Events00:00:00

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Basic Concepts00:00:00

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Addition Theorem of Probability Part – 100:00:00

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Addition Theorem of Probability Part – 200:00:00

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Functions

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Function Introduction00:00:00

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Domain of a Function Part – 100:00:00

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Domain of a Function Part – 200:00:00

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Range of a Function00:00:00

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Types of Function 1-1 Function00:00:00

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Types of Function Onto and Into Function00:00:00

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Types of Function Onto and Into Function Part – 200:00:00

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Types of Functions Part – 1 (Constant & Identity Function)00:00:00

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Types of Functions Part – 2 (Polynomial & Rational Function)00:00:00

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Properties of Logarithmic Function00:00:00

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Composite Functions00:00:00

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Properties of Composite Function00:00:00

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Inverse Function00:00:00

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Properties of Inverse Function00:00:00

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Types of Functions Part – 300:00:00

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Types of Functions Part – 4 (Greatest Integer Function)00:00:00

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Properties of Greatest Integer Functions00:00:00

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Types of Functions Part – 5 (Functional Part Function)00:00:00

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Function Numerical (Level 1)00:00:00

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Function Numerical (Level 2)00:00:00

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Function Numerical (Level 3)00:00:00

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Limits and Continuity

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Limits Introduction00:00:00

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Existence of Limit00:00:00

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Algebra of Limits Part 100:00:00

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Algebra of Limits Part 200:00:00

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Continuity Introduction00:00:00

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Types of Sums in Continuity00:00:00

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Properties of Continuous Function00:00:00

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Removable and Non-Removable Discontinuity00:00:00

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Limits Numerical (Level 1)00:00:00

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Trigonometric Functions

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General Solutions of Trigonometry Functions Sin Theta00:00:00

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General Solutions of Trigonometry Functions Sin 2 Theta00:00:00

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General Solutions of Trigonometry Functions Cos Theta00:00:00

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General Solutions of Trigonometry Functions Cos 2 Theta00:00:00

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General Solutions of Trigonometry Functions Tan Theta00:00:00

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General Solutions of Trigonometry Functions Tan 2 Theta00:00:00

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Polar Coordinates Part – 100:00:00

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Polar Coordinates Part -200:00:00

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Sine Rule Theorem Part – 100:00:00

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Sine Rule Theorem Part – 200:00:00

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Cosine Rule Theorem00:00:00

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Projection Rule00:00:00

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Half Angle Formula Part – 100:00:00

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Half Angle Formula Part – 200:00:00

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Heron’s Formulae00:00:00

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Napier’s Analogy00:00:00

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Inverse Trigonometric Functions Sin-100:00:00

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Inverse Trigonometric Functions Cos-100:00:00

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Inverse Trigonometric Functions Tan-100:00:00

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Inverse Trigonometric Functions Sec-100:00:00

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Inverse Trigonometric Functions Cosec-100:00:00

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Inverse Trigonometric Functions Cot-100:00:00

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Properties of Inverse Trigonometry Functions 100:00:00

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Properties of Inverse Trigonometric Functions 200:00:00

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Properties of Inverse Trigonometric Functions 300:00:00

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Properties of Inverse Trigonometric Functions 400:00:00

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Properties of Inverse Trigonometric Functions 500:00:00

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Properties of Inverse Trigonometric Functions 600:00:00

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Properties of Inverse Trigonometric Functions 800:00:00

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Properties of Inverse Trigonometric Functions 1000:00:00

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Properties of Inverse Trigonometric Functions 1100:00:00

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Properties of Inverse Trigonometric Functions 1200:00:00

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Properties of Inverse Trigonometric Functions 1300:00:00

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Mathematical Logic

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Introduction00:00:00

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Connectives – AND and OR00:00:00

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Connectives – If and Then00:00:00

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Connectives – If and Only If and Negation00:00:00

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Truth Table Conjunction00:00:00

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Truth Table Disjunction00:00:00

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Truth Table Implication00:00:00

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Truth Table Double Implication00:00:00

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Negation of Negation00:00:00

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Converse, Inverse and Contrapositive00:00:00

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Algebra of Statements Indements Law00:00:00

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Algebra of statements Associative Law00:00:00

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Algebra of statements Distributive Law00:00:00

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De Morgan’s Law00:00:00

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Identity Law00:00:00

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Complement Law00:00:00

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Absorption Law00:00:00

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Bi Conditional Law00:00:00

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Numerical (Level 1)00:00:00

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Numerical (Level 2)00:00:00

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Determinants

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Determinant Finding Value Using Expansion00:00:00

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1st Properties of Determinants00:00:00

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2nd and 3rd Properties of Determinants00:00:00

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4th Properties of Determinants00:00:00

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5th Properties of Determinants00:00:00

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6th Properties of Determinants00:00:00

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7th Properties of Determinants00:00:00

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8th Properties of Determinants00:00:00

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9th Properties of Determinants00:00:00

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10th Properties of Determinants00:00:00

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Cramer’s Rule00:00:00

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Test of Consistency00:00:00

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Determinants Numericals Level – 100:00:00

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Determinants Numericals Level – 200:00:00

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Determinants Numericals Level – 300:00:00

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Matrices

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Matrices Introduction00:00:00

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Types of Matrices00:00:00

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Diagonal and Trace Matrix00:00:00

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Upper and Lower Triangular Matrix00:00:00

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Scalar, Identity, Horizontal and Vertical Matrix00:00:00

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Transpose – Symmetric, Skew Symmetric Matrix00:00:00

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Transpose of a Matrix00:00:00

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Determinant of Matrix00:00:00

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Algebra of Matrices (Addition, Subtraction, Scalar Multiplication)00:00:00

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Algebra of Matrices (Multiplication of Matrices)00:00:00

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Properties of Multiplication of Matrices00:00:00

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Inverse of a Matrix Introduction00:00:00

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Inverse of a Matrix by Transformation Method00:00:00

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Inverse of a Matrix Adjoint Method Part – 100:00:00

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Inverse of a Matrix Adjoint Method Part – 200:00:00

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Inverse of a Matrix Adjoint Method Part – 300:00:00

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Matrices Numericals Level – 100:00:00

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Differentiation

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Introduction00:00:00

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Derivative of a Function and It’s Geometrical Meaning00:00:00

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Derivative of Some Standard Functions by Using First Principle00:00:00

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Derivative of Some Standard Functions00:00:00

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Properties of Derivatives00:00:00

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Conics

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Standard Equation of Parabola00:00:00

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Basic Terms for a Standard Parabola00:00:00

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Focal Distance of a Standard Parabola00:00:00

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Latus Rectum of a Standard Parabola00:00:00

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Standard Equation of an Ellipse00:00:00

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Other Terms of an Vertical Ellipse00:00:00

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Standard Equation of an Vertical Ellipse00:00:00

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Sum of Focal Distance of Any Point on Ellipse00:00:00

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Standard Equation of a Hyperbola00:00:00

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Some Basic Terms of a Hyperbola (Horizontal Transverse Axis)00:00:00

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Some Basic Terms of a Hyperbola (Vertical Transverse Axis)00:00:00

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Some More Conditions for a Hyperbola00:00:00

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Numericals (Level 1)00:00:00

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Numericals (Level 2)00:00:00

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Vectors

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Introduction00:00:00

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Distance Formula00:00:00

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Component of a Vector00:00:00

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Section Formula00:00:00

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Centroid, Orthocentre, Circumcentre00:00:00

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Algebra of Vector00:00:00

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Angle Between Two Lines00:00:00

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Scalar Product of Two Vectors00:00:00

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Scalar Triple Product00:00:00

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Properties of Scalar Product00:00:00

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Properties of Scalar Triple Product Part – 100:00:00

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Properties of Scalar Triple Product Part – 200:00:00

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Applications of Scalar Triple Product00:00:00

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Vector Product of Two Vectors00:00:00

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Properties of Vector Product00:00:00

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Vector Triple Product00:00:00

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Applications of Cross Product00:00:00

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Line and Plane

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Skew Lines00:00:00

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Vector Equation of a Line Part – 100:00:00

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Vector Equation of a Line Part – 200:00:00

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Plane and Equation of Plane in Normal Form00:00:00

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Equation of a Plane Passing Through a Point and Parallel to Two Given Vector00:00:00

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Planes Bisecting Two Planes00:00:00

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Angle Between Two Planes and Parallel Planes00:00:00

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Distance of a Point from a Plane00:00:00

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Linear Programming Problems

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Convex Set00:00:00

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Graphical Solution of Two Variable Linear Programming Problem00:00:00

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Graph of Linear Inequation Part – 100:00:00

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Graph of Linear Inequation Part – 200:00:00

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Terms of Linear Programming00:00:00

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Numerical (Level 1)00:00:00

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Numerical (Level 2)00:00:00

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Numerical (Level 3)00:00:00

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Numerical (Level 3)00:00:00

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Differential Equation

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Introduction00:00:00

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Differential Equations Definition00:00:00

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Method of Solving First Order, First Degree Differential Equations00:00:00

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Method of Solving First Order, First Degree Differential Equations 200:00:00

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Method of Solving First Order, First Degree Differential Equations 300:00:00

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Formation of Differential Equations00:00:00

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Solution of Differential Equation00:00:00

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Example of Homogeneous Differential Equations Part – 100:00:00

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Example of Homogeneous Differential Equations Part – 200:00:00

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Linear Differential Equations00:00:00

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Example of Linear Differential Equation Part – 100:00:00

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Example of Linear Differential Equation Part – 200:00:00

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Application of Differential Equations Part – 100:00:00

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Application of Differential Equations Part – 200:00:00

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Application of Derivative

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Tangent and Normal00:00:00

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Length of Tangent, Sub-Tangent, Normal and Sub-Normal00:00:00

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Derivatives as Rate of Change00:00:00

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Rolle’s Theorem00:00:00

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Lagrange’s Theorem00:00:00

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Monotonicity00:00:00

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Numerical (Level 1)00:00:00

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Numerical (Level 2)00:00:00

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Integration

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Definite Integration Introduction00:00:00

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Properties of Definite Integral00:00:00

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Properties of Definite Integration 100:00:00

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Proof of Properties of Definite Integration00:00:00

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Proof of Properties of Definite Integration 200:00:00

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Proof of Properties of Definite Integration 300:00:00

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Examples of Properties of Definite Integral 100:00:00

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Examples of Properties of Definite Integral 200:00:00

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Examples of Properties of Definite Integral 300:00:00

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Examples of Definite Integration 100:00:00

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Examples of Definite Integration 200:00:00

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Examples of Definite Integration 300:00:00

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Some Important Shortcuts00:00:00

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Some Important Shortcuts Part II00:00:00

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Indefinite Integration Formula – 100:00:00

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Indefinite Integration Formula – 200:00:00

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Indefinite Integration Formula – 300:00:00

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Substitution Method Part – 100:00:00

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Substitution Method Part – 200:00:00

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Integrals of Some Trigonometric Function00:00:00

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Some Special Integrals Part – 100:00:00

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Some Special Integrals Part – 200:00:00

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Some Special Integrals Part – 300:00:00

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Some special integrals part – 400:00:00

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Some Special Integrals Part – 500:00:00

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Some Special Integrals Part – 600:00:00

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Integrals of Form00:00:00

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Integral of Type00:00:00

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Integrals of the Type – 100:00:00

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Integrals of the Type – 200:00:00

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Integrals of the Type I00:00:00

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Integral of Type I (Part II)00:00:00

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Integrals of the Type II00:00:00

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Type III Part – 100:00:00

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Type III Part – 200:00:00

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Type IV00:00:00

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Integrals of the Type (One Example Solved)00:00:00

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Integration by Using Partial Fractions00:00:00

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Example of Partial Fractions Part-100:00:00

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Example of Partial Fractions Part-200:00:00

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Example of Partial Fractions Part-300:00:00

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Integration of U.V00:00:00

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Proof of Integration of UV00:00:00

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Example of U.V Rule – Part – 100:00:00

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Example of U.V Rule – Part – 200:00:00

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Numericals on Definite Integration & Area Under Cover (Level – 1)00:00:00

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Numericals on Definite Integration & Area Under Cover (Level – 2)00:00:00

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Numericals on Definite Integration & Area Under Cover (Level – 3)00:00:00

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Applications of Definite Integral

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Area of Plane Regions00:00:00

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Area of Plane Regions Part II00:00:00

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Examples of Area of Plane Regions00:00:00

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Examples of Area of Plane Regions Part II00:00:00

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Numericals on Application of Definite Integration (Level – 1)00:00:00

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Binomial Distribution

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Binomial Coefficients00:00:00

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To Find Coefficients of Terms of Binomial Expansions00:00:00

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Binomial Theorem for Positive Integral Index00:00:00

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In a New Form (Where N is Not a Positive Integer)00:00:00

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General Term to Expand Powers of Binomials00:00:00

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Middle Term(s) of Binomial Expansions00:00:00

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In a New Form (Where N is a Fraction)00:00:00

#### About the instructors

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### Material Includes

### Requirements

#### Tags

### Target Audience

## MHT-CET Maths Videos

~~₹5,000.00~~ ₹2,500.00
#### Login

### What Will I Learn?

#### Topics for this course

####
Trigonometric II

#####
Compound Angle Formula – 300:00:00

#####
Compound Angle Formula – 400:00:00

#####
Allied Angle Formula Introduction00:00:00

#####
Allied Angle Formula Part-100:00:00

#####
Allied Angle Formula Part-200:00:00

#####
Allied Angle Formula Part-300:00:00

#####
Allied Angle Formula Part-400:00:00

#####
Factorization and Defactorization Formula Part – 100:00:00

#####
Factorization and Defactorization Formula Part – 200:00:00

#####
Factorization and Defactorization Formula Part – 300:00:00

#####
Factorization and Defactorization Formula Part – 400:00:00

#####
Factorization and Defactorization Formula Part – 500:00:00

#####
Triple Angle Formula Sin 3 Theta00:00:00

#####
Triple Angle Formula Cos 3 Theta00:00:00

#####
Triple Angle Formula Tan 3 Theta00:00:00

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Triple Angle Formula Summary00:00:00

#####
Trigonometry Functions of Angles of a Triangle Part – 100:00:00

#####
Trigonometry Functions of Angles of a Triangle Part – 200:00:00

####
Straight Line

#####
Angle of Inclination00:00:00

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Slope of Line00:00:00

#####
Slope of Perpendicular Lines00:00:00

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Angle Between Intersecting Lines00:00:00

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Equations of a Straight Line Point Slope Form00:00:00

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Equations of a Straight Line Slope Intercept Form00:00:00

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Equations of a Straight Line Two Point Form00:00:00

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Equations of a Straight Line Double Intercept Form00:00:00

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Equations of a Straight Line Normal Form00:00:00

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Equation of a Straight Line General Form00:00:00

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Distance of Line from Origin00:00:00

#####
Distance of a Point from a Given Line Part – 100:00:00

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Distance Between Two Parallel Lines00:00:00

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Numericals (Level 1)00:00:00

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Numericals (Level 2)00:00:00

####
Circle

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Equation of a Standard Circle00:00:00

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Equation of Circle – Centre Radius Form00:00:00

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Equation of a Diameter Form00:00:00

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General Form of Equation of a Circle00:00:00

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Parametric Equation of Circle00:00:00

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Equation of Tangent (General Circle)00:00:00

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Equation of Tangent (Standard Circle)00:00:00

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Numericals (Level 1)00:00:00

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Numericals (Level 2)00:00:00

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Numericals (Level 3)00:00:00

####
Complex Numbers

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Introduction00:00:00

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Integral Powers of Iota (I)00:00:00

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Conjugate of a Complex Numbers00:00:00

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Equality of Complex Numbers00:00:00

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Addition and Subtraction of Complex Numbers00:00:00

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Multiplication of Complex Numbers00:00:00

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Division of Complex Numbers00:00:00

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Square Root of a Complex Number00:00:00

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Modulus of a Complex Numbers00:00:00

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Argument (Amplitude) of a Complex Number 100:00:00

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Argument (Amplitude) of a Complex Number 200:00:00

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Polar Form of a Complex Numbers00:00:00

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Euler’s (Exponential) Form of a Complex Number00:00:00

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De Moivre’s Theorem00:00:00

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Cube Roots of Unity00:00:00

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Numericals (Level 1)00:00:00

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Numericals (Level 2)00:00:00

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Numericals (Level 3)00:00:00

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Sets

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Sets Introduction and Definition00:00:00

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Representing a Set00:00:00

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Types of Sets Part – 100:00:00

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Types of Sets Part – 200:00:00

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Types of Sets Part – 200:00:00

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Operations on Sets Part – 100:00:00

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Operations on Sets Part – 200:00:00

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Operations on Sets Part – 300:00:00

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De Morgan’s Law00:00:00

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Types of Interval00:00:00

####
Permutation and Combination

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Introduction00:00:00

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Principles of Counting00:00:00

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Permutations (No of Arrangements)00:00:00

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Algorithm (Example)00:00:00

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Permutation of Alike Objects00:00:00

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Some Formulas of Combination00:00:00

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Combination (No of Selection) Part 100:00:00

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Combination (No of selection) Part 200:00:00

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Numerical (Level 1)00:00:00

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Probability

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Introduction00:00:00

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Definition of Probability00:00:00

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Types of Events00:00:00

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Basic Concepts00:00:00

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Addition Theorem of Probability Part – 100:00:00

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Addition Theorem of Probability Part – 200:00:00

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Functions

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Function Introduction00:00:00

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Domain of a Function Part – 100:00:00

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Domain of a Function Part – 200:00:00

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Range of a Function00:00:00

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Types of Function 1-1 Function00:00:00

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Types of Function Onto and Into Function00:00:00

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Types of Function Onto and Into Function Part – 200:00:00

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Types of Functions Part – 1 (Constant & Identity Function)00:00:00

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Types of Functions Part – 2 (Polynomial & Rational Function)00:00:00

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Properties of Logarithmic Function00:00:00

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Composite Functions00:00:00

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Properties of Composite Function00:00:00

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Inverse Function00:00:00

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Properties of Inverse Function00:00:00

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Types of Functions Part – 300:00:00

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Types of Functions Part – 4 (Greatest Integer Function)00:00:00

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Properties of Greatest Integer Functions00:00:00

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Types of Functions Part – 5 (Functional Part Function)00:00:00

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Function Numerical (Level 1)00:00:00

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Function Numerical (Level 2)00:00:00

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Function Numerical (Level 3)00:00:00

####
Limits and Continuity

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Limits Introduction00:00:00

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Existence of Limit00:00:00

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Algebra of Limits Part 100:00:00

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Algebra of Limits Part 200:00:00

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Continuity Introduction00:00:00

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Types of Sums in Continuity00:00:00

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Properties of Continuous Function00:00:00

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Removable and Non-Removable Discontinuity00:00:00

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Limits Numerical (Level 1)00:00:00

####
Trigonometric Functions

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General Solutions of Trigonometry Functions Sin Theta00:00:00

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General Solutions of Trigonometry Functions Sin 2 Theta00:00:00

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General Solutions of Trigonometry Functions Cos Theta00:00:00

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General Solutions of Trigonometry Functions Cos 2 Theta00:00:00

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General Solutions of Trigonometry Functions Tan Theta00:00:00

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General Solutions of Trigonometry Functions Tan 2 Theta00:00:00

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Polar Coordinates Part – 100:00:00

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Polar Coordinates Part -200:00:00

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Sine Rule Theorem Part – 100:00:00

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Sine Rule Theorem Part – 200:00:00

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Cosine Rule Theorem00:00:00

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Projection Rule00:00:00

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Half Angle Formula Part – 100:00:00

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Half Angle Formula Part – 200:00:00

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Heron’s Formulae00:00:00

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Napier’s Analogy00:00:00

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Inverse Trigonometric Functions Sin-100:00:00

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Inverse Trigonometric Functions Cos-100:00:00

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Inverse Trigonometric Functions Tan-100:00:00

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Inverse Trigonometric Functions Sec-100:00:00

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Inverse Trigonometric Functions Cosec-100:00:00

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Inverse Trigonometric Functions Cot-100:00:00

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Properties of Inverse Trigonometry Functions 100:00:00

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Properties of Inverse Trigonometric Functions 200:00:00

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Properties of Inverse Trigonometric Functions 300:00:00

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Properties of Inverse Trigonometric Functions 400:00:00

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Properties of Inverse Trigonometric Functions 500:00:00

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Properties of Inverse Trigonometric Functions 600:00:00

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Properties of Inverse Trigonometric Functions 800:00:00

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Properties of Inverse Trigonometric Functions 1000:00:00

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Properties of Inverse Trigonometric Functions 1100:00:00

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Properties of Inverse Trigonometric Functions 1200:00:00

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Properties of Inverse Trigonometric Functions 1300:00:00

####
Mathematical Logic

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Introduction00:00:00

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Connectives – AND and OR00:00:00

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Connectives – If and Then00:00:00

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Connectives – If and Only If and Negation00:00:00

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Truth Table Conjunction00:00:00

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Truth Table Disjunction00:00:00

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Truth Table Implication00:00:00

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Truth Table Double Implication00:00:00

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Negation of Negation00:00:00

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Converse, Inverse and Contrapositive00:00:00

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Algebra of Statements Indements Law00:00:00

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Algebra of statements Associative Law00:00:00

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Algebra of statements Distributive Law00:00:00

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De Morgan’s Law00:00:00

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Identity Law00:00:00

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Complement Law00:00:00

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Absorption Law00:00:00

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Bi Conditional Law00:00:00

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Numerical (Level 1)00:00:00

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Numerical (Level 2)00:00:00

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Determinants

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Determinant Finding Value Using Expansion00:00:00

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1st Properties of Determinants00:00:00

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2nd and 3rd Properties of Determinants00:00:00

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4th Properties of Determinants00:00:00

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5th Properties of Determinants00:00:00

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6th Properties of Determinants00:00:00

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7th Properties of Determinants00:00:00

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8th Properties of Determinants00:00:00

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9th Properties of Determinants00:00:00

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10th Properties of Determinants00:00:00

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Cramer’s Rule00:00:00

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Test of Consistency00:00:00

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Determinants Numericals Level – 100:00:00

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Determinants Numericals Level – 200:00:00

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Determinants Numericals Level – 300:00:00

####
Matrices

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Matrices Introduction00:00:00

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Types of Matrices00:00:00

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Diagonal and Trace Matrix00:00:00

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Upper and Lower Triangular Matrix00:00:00

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Scalar, Identity, Horizontal and Vertical Matrix00:00:00

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Transpose – Symmetric, Skew Symmetric Matrix00:00:00

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Transpose of a Matrix00:00:00

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Determinant of Matrix00:00:00

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Algebra of Matrices (Addition, Subtraction, Scalar Multiplication)00:00:00

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Algebra of Matrices (Multiplication of Matrices)00:00:00

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Properties of Multiplication of Matrices00:00:00

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Inverse of a Matrix Introduction00:00:00

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Inverse of a Matrix by Transformation Method00:00:00

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Inverse of a Matrix Adjoint Method Part – 100:00:00

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Inverse of a Matrix Adjoint Method Part – 200:00:00

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Inverse of a Matrix Adjoint Method Part – 300:00:00

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Matrices Numericals Level – 100:00:00

####
Differentiation

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Introduction00:00:00

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Derivative of a Function and It’s Geometrical Meaning00:00:00

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Derivative of Some Standard Functions by Using First Principle00:00:00

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Derivative of Some Standard Functions00:00:00

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Properties of Derivatives00:00:00

####
Conics

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Standard Equation of Parabola00:00:00

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Basic Terms for a Standard Parabola00:00:00

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Focal Distance of a Standard Parabola00:00:00

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Latus Rectum of a Standard Parabola00:00:00

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Standard Equation of an Ellipse00:00:00

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Other Terms of an Vertical Ellipse00:00:00

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Standard Equation of an Vertical Ellipse00:00:00

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Sum of Focal Distance of Any Point on Ellipse00:00:00

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Standard Equation of a Hyperbola00:00:00

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Some Basic Terms of a Hyperbola (Horizontal Transverse Axis)00:00:00

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Some Basic Terms of a Hyperbola (Vertical Transverse Axis)00:00:00

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Some More Conditions for a Hyperbola00:00:00

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Numericals (Level 1)00:00:00

#####
Numericals (Level 2)00:00:00

####
Vectors

#####
Introduction00:00:00

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Distance Formula00:00:00

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Component of a Vector00:00:00

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Section Formula00:00:00

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Centroid, Orthocentre, Circumcentre00:00:00

#####
Algebra of Vector00:00:00

#####
Angle Between Two Lines00:00:00

#####
Scalar Product of Two Vectors00:00:00

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Scalar Triple Product00:00:00

#####
Properties of Scalar Product00:00:00

#####
Properties of Scalar Triple Product Part – 100:00:00

#####
Properties of Scalar Triple Product Part – 200:00:00

#####
Applications of Scalar Triple Product00:00:00

#####
Vector Product of Two Vectors00:00:00

#####
Properties of Vector Product00:00:00

#####
Vector Triple Product00:00:00

#####
Applications of Cross Product00:00:00

####
Line and Plane

#####
Skew Lines00:00:00

#####
Vector Equation of a Line Part – 100:00:00

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Vector Equation of a Line Part – 200:00:00

#####
Plane and Equation of Plane in Normal Form00:00:00

#####
Equation of a Plane Passing Through a Point and Parallel to Two Given Vector00:00:00

#####
Planes Bisecting Two Planes00:00:00

#####
Angle Between Two Planes and Parallel Planes00:00:00

#####
Distance of a Point from a Plane00:00:00

####
Linear Programming Problems

#####
Convex Set00:00:00

#####
Graphical Solution of Two Variable Linear Programming Problem00:00:00

#####
Graph of Linear Inequation Part – 100:00:00

#####
Graph of Linear Inequation Part – 200:00:00

#####
Terms of Linear Programming00:00:00

#####
Numerical (Level 1)00:00:00

#####
Numerical (Level 2)00:00:00

#####
Numerical (Level 3)00:00:00

#####
Numerical (Level 3)00:00:00

####
Differential Equation

#####
Introduction00:00:00

#####
Differential Equations Definition00:00:00

#####
Method of Solving First Order, First Degree Differential Equations00:00:00

#####
Method of Solving First Order, First Degree Differential Equations 200:00:00

#####
Method of Solving First Order, First Degree Differential Equations 300:00:00

#####
Formation of Differential Equations00:00:00

#####
Solution of Differential Equation00:00:00

#####
Example of Homogeneous Differential Equations Part – 100:00:00

#####
Example of Homogeneous Differential Equations Part – 200:00:00

#####
Linear Differential Equations00:00:00

#####
Example of Linear Differential Equation Part – 100:00:00

#####
Example of Linear Differential Equation Part – 200:00:00

#####
Application of Differential Equations Part – 100:00:00

#####
Application of Differential Equations Part – 200:00:00

####
Application of Derivative

#####
Tangent and Normal00:00:00

#####
Length of Tangent, Sub-Tangent, Normal and Sub-Normal00:00:00

#####
Derivatives as Rate of Change00:00:00

#####
Rolle’s Theorem00:00:00

#####
Lagrange’s Theorem00:00:00

#####
Monotonicity00:00:00

#####
Numerical (Level 1)00:00:00

#####
Numerical (Level 2)00:00:00

####
Integration

#####
Definite Integration Introduction00:00:00

#####
Properties of Definite Integral00:00:00

#####
Properties of Definite Integration 100:00:00

#####
Proof of Properties of Definite Integration00:00:00

#####
Proof of Properties of Definite Integration 200:00:00

#####
Proof of Properties of Definite Integration 300:00:00

#####
Examples of Properties of Definite Integral 100:00:00

#####
Examples of Properties of Definite Integral 200:00:00

#####
Examples of Properties of Definite Integral 300:00:00

#####
Examples of Definite Integration 100:00:00

#####
Examples of Definite Integration 200:00:00

#####
Examples of Definite Integration 300:00:00

#####
Some Important Shortcuts00:00:00

#####
Some Important Shortcuts Part II00:00:00

#####
Indefinite Integration Formula – 100:00:00

#####
Indefinite Integration Formula – 200:00:00

#####
Indefinite Integration Formula – 300:00:00

#####
Substitution Method Part – 100:00:00

#####
Substitution Method Part – 200:00:00

#####
Integrals of Some Trigonometric Function00:00:00

#####
Some Special Integrals Part – 100:00:00

#####
Some Special Integrals Part – 200:00:00

#####
Some Special Integrals Part – 300:00:00

#####
Some special integrals part – 400:00:00

#####
Some Special Integrals Part – 500:00:00

#####
Some Special Integrals Part – 600:00:00

#####
Integrals of Form00:00:00

#####
Integral of Type00:00:00

#####
Integrals of the Type – 100:00:00

#####
Integrals of the Type – 200:00:00

#####
Integrals of the Type I00:00:00

#####
Integral of Type I (Part II)00:00:00

#####
Integrals of the Type II00:00:00

#####
Type III Part – 100:00:00

#####
Type III Part – 200:00:00

#####
Type IV00:00:00

#####
Integrals of the Type (One Example Solved)00:00:00

#####
Integration by Using Partial Fractions00:00:00

#####
Example of Partial Fractions Part-100:00:00

#####
Example of Partial Fractions Part-200:00:00

#####
Example of Partial Fractions Part-300:00:00

#####
Integration of U.V00:00:00

#####
Proof of Integration of UV00:00:00

#####
Example of U.V Rule – Part – 100:00:00

#####
Example of U.V Rule – Part – 200:00:00

#####
Numericals on Definite Integration & Area Under Cover (Level – 1)00:00:00

#####
Numericals on Definite Integration & Area Under Cover (Level – 2)00:00:00

#####
Numericals on Definite Integration & Area Under Cover (Level – 3)00:00:00

####
Applications of Definite Integral

#####
Area of Plane Regions00:00:00

#####
Area of Plane Regions Part II00:00:00

#####
Examples of Area of Plane Regions00:00:00

#####
Examples of Area of Plane Regions Part II00:00:00

#####
Numericals on Application of Definite Integration (Level – 1)00:00:00

####
Binomial Distribution

#####
Binomial Coefficients00:00:00

#####
To Find Coefficients of Terms of Binomial Expansions00:00:00

#####
Binomial Theorem for Positive Integral Index00:00:00

#####
In a New Form (Where N is Not a Positive Integer)00:00:00

#####
General Term to Expand Powers of Binomials00:00:00

#####
Middle Term(s) of Binomial Expansions00:00:00

#####
In a New Form (Where N is a Fraction)00:00:00

#### About the instructors

#### About Course

### Material Includes

### Duration

#### Tags

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####
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Studi.Live is an online education portal created to compliment student's learning along with their regular classroom coaching.
**As Featured In**

Studi.Live is an online education portal created to compliment student's learning along with their regular classroom coaching.

340 Lessons

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28 Courses

4 students

Enrolment validity: **365 days**

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- Light Board HD Interactive Videos for complete Mathematics
- How to solve numerical videos
- Read Informative Blogs
- Learn & collect a points

- This course is a 1-year program

Enrolment validity: **365 days**

340 Lessons

0 (0 ratings)

28 Courses

4 students

Studi.Live is an online education portal created to compliment student's learning along with their regular classroom coaching.

- Light Board HD Interactive Videos for complete Mathematics
- How to solve numerical videos
- Read Informative Blogs
- Learn & collect a points

- This course is a 1-year program

**Exam Covered:**

MHT-CET

**Portion:**

Grades 11 + 12 Mathematics (MHT-CET Based)

**Medium of Instructions:**

English and Hindi

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