Course curriculum
-
1
Chapter 1 | Complex Numbers
-
1.Complex Numbers : Basics
FREE PREVIEW -
2.Complex Numbers : Basics Problems
-
3.Complex Numbers : Modulus And Amplitude
-
4.Complex Numbers : Polar Form
-
5. Nth Root of Complex Number
-
6. De Moivre’s theorem
-
7.Complex Numbers : Question Paper Solutions
-
8. Complex Numbers : Question paper solutions Extended
-
Solved Question Paper
-
Solved Question Paper
-
-
2
Chapter 8 | Differential Equation
-
1.Higher Order ODE's - Basics
-
2. Complimentary solution
-
3. Particular Solution -Exponential
-
4. Particular Solution -Trigonometry
-
5. Particular Solution - Polynomial
-
6. Solved Question Paper Solutions
-
Solved Question Paper
-
Solved Question Paper
-
-
3
Chapter 5 | Integral Calculus
-
1.Reduction Formula for Sin X
-
2.Reduction Formula for Cos X
-
3. Basics of Double and Integration
-
4.Double and triple integrals questions
-
5.Solved question paper problems
-
Solved Question Paper
-
Solved Question Paper
-
Solved Question Paper
-
-
4
Chapter 3 | Differential Calculus
-
1. Trigonometry - Revision
-
2. Natural Logarithms
-
3. Properties of Logarithm
-
4. Derivative of Logarithm
-
5. Differentiation for Polar Curves
-
6. Logarithmic Differentiation
-
7. Angle between Radius Vector & Tangent
-
8. Questions on Angle between Radius Vector & Tangent
-
9. Angle between Two Curves
-
SQP Que 1
-
SQP Que 2
-
SQP Que 3
-
10. Pedal Equation
-
Question on Pedal Equation
-
SQP Que 1
-
SQP Que 2
-
11. Maclaurin’s series expansions
-
-
5
Derivations to Learn
-
Reduction Formulae
-
Beta & Gamma 1
-
Beta & Gamma 2
-
-
6
Chapter 7 | ODEs of First Order
-
1. Pre-requisite - Partial differentiation
-
2. Pre-requisite - Integration
-
3. Exact Differential Equations
-
4. SQP Que
-
5. SQP Que
-
6. Convertible to Exact Differential Equations
-
7. SQP Que
-
8. SQP Que
-
9. Bernoulli's Equation
-
10. SQP Que
-
11. SQP Que
-
12. homogeneous Differential Equation
-
13. SQP Que
-