Complete Course on Mathematics Optional Paper I

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Hinglish

Complete Course on Mathematics Optional Paper I

Rajneesh Kumar Srivastava

In this course, Rajneesh Kumar Srivastava will cover important topics on Mathematics Optional for UPSC CS for Paper I. Previous years questions will also be discussed in the course. This course would be helpful ... Read more

Ended on Jun 6

Mar 1 - Jun 6, 2021

150 lessons

0 practices

0 questions by educators

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371

Hinglish

Maths Optional

PYQ,NUMERICAL METHOD(UPSC-CSE)

Rajneesh Kumar Srivastava

19th Jan • 1h

204

Hinglish

Maths Optional

Numerical method,UPSC-CSE

Rajneesh Kumar Srivastava

21st Jan • 1h

Week 1

Mar 1 - 7

10 lessons

Mar

1

Linear Algebra – I (Algebra of Matrices)

Lesson 1 • Mar 1 • 2h

Mar

1

Linear Algebra – II (Algebra of Matrices)

Lesson 2 • Mar 1 • 2h

Mar

2

Linear Algebra – III (Algebra of Matrices)

Lesson 3 • Mar 2 • 1h 59m

Mar

2

Linear Algebra – IV (Rank of Matrix) & Doubt Clearing Session

Lesson 4 • Mar 2 • 2h

Mar

3

Linear Algebra – V (Rank of Matrix)

Lesson 5 • Mar 3 • 2h 1m

Mar

3

Linear Algebra – VI (System of Linear Equation)

Lesson 6 • Mar 3 • 2h 1m

Mar

4

Linear Algebra – VII (System of Linear Equation)

Lesson 7 • Mar 4 • 1h 58m

Mar

4

Linear Algebra – VIII (System of Linear Equation) & Doubt Clearing Session

Lesson 8 • Mar 4 • 1h 59m

Mar

6

Linear Algebra – IX (Eigenvalue and Eigenvector)

Lesson 9 • Mar 6 • 2h

Mar

6

Linear Algebra – X (Eigenvalue and Eigenvector)

Lesson 10 • Mar 6 • 2h

Week 2

Mar 8 - 14

14 lessons

Mar

8

Linear Algebra – XI (Eigenvalue and Eigenvector)

Lesson 11 • Mar 8 • 1h 59m

Mar

8

Linear Algebra – XII (Cayley’s Hamilton Theorem) & Doubt Clearing Session

Lesson 12 • Mar 8 • 2h

Mar

9

Linear Algebra – XIII (Diagonalizable and Similar Matrices)

Lesson 13 • Mar 9 • 1h 57m

Mar

9

Linear Algebra – XIV (Diagonalizable and Similar Matrices)

Lesson 14 • Mar 9 • 1h 58m

Mar

10

Linear Algebra – XV (Adjoint and Inverse of Matrices)

Lesson 15 • Mar 10 • 1h 54m

Mar

10

Linear Algebra – XVI (Hermitian and Skew Hermitian Matrices (Theorem)) & Doubt Clearing Session

Lesson 16 • Mar 10 • 2h 3m

Mar

11

Linear Algebra – XVII (Quadratic Form)

Lesson 17 • Mar 11 • 2h

Mar

11

Linear Algebra – XVIII (Vector Space)

Lesson 18 • Mar 11 • 2h

Mar

12

Linear Algebra – XIX (Subspace)

Lesson 19 • Mar 12 • 2h

Mar

12

Linear Algebra – XX (Subspace) & Doubt Clearing Session

Lesson 20 • Mar 12 • 2h

Mar

13

Linear Algebra – XXI (Linearly Depedent and Independent)

Lesson 21 • Mar 13 • 2h 1m

Mar

13

Linear Algebra – XXII (Linearly Depedent and Independent)

Lesson 22 • Mar 13 • 2h

Mar

14

Linear Algebra – XXIII (Span)

Lesson 23 • Mar 14 • 2h

Mar

14

Linear Algebra – XXIV (Span) & Doubt Clearing Session

Lesson 24 • Mar 14 • 2h 1m

Week 3

Mar 15 - 21

10 lessons

Mar

15

Linear Algebra – XXV (Basis)

Lesson 25 • Mar 15 • 1h 59m

Mar

15

Linear Algebra – XXVI (Basis)

Lesson 26 • Mar 15 • 2h 3m

Mar

16

Linear Algebra – XXVII (Dimensions)

Lesson 27 • Mar 16 • 2h 3m

Mar

16

Linear Algebra – XXVIII (Dimensions) & Doubt Clearing Session

Lesson 28 • Mar 16 • 2h 3m

Mar

17

Linear Algebra – XXIX (Basis and Dimensions)

Lesson 29 • Mar 17 • 2h 4m

Mar

17

Linear Algebra – XXX (Linear Transformation)

Lesson 30 • Mar 17 • 2h

Mar

18

Linear Algebra – XXXI (Linear Transformation)

Lesson 31 • Mar 18 • 2h 1m

Mar

18

Linear Algebra – XXXII (Rank – Nullity Theorem) & Doubt Clearing Session

Lesson 32 • Mar 18 • 1h 59m

Mar

19

Linear Algebra – XXXIII (Matrices of Linear Transformation)

Lesson 33 • Mar 19 • 2h

Mar

19

Linear Algebra – XXXIV (Matrices of Linear Transformation)

Lesson 34 • Mar 19 • 2h 1m