Chapter 3 Indefinite Integration Ex 3.4 Chapter 3 Indefinite Integration Ex 3.4 I. Integrate the following w. r. t. x: Question 1.Solution: Question 2.Solution: Question 3.Solution: Question 4.Solution: Question 5.Solution:…
Chapter 3 Indefinite Integration Ex 3.3 Chapter 3 Indefinite Integration Ex 3.3 I. Evaluate the following: Question 1.∫ log x dxSolution: Question 2.∫ sin 3x dxSolution: Question 3.∫x x dxSolution: Question 4.∫ x…
Chapter 3 Indefinite Integration Ex 3.2(C) Chapter 3 Indefinite Integration Ex 3.2(C) I. Evaluate: Question 1. Question 2. Question 3. Question 4. Question 5. 7x + 3 = A(2 –…
Chapter 3 Indefinite Integration Ex 3.2(B) Chapter 3 Indefinite Integration Ex 3.2(B) I. Evaluate the following: Question 1.Solution: Question 2.Solution: Question 3.Solution: Question 4.Solution: Question 5.Solution: Question 6.Solution: Question 7.Solution:…
Chapter 3 Indefinite Integration Ex 3.2(A) Chapter 3 Indefinite Integration Ex 3.2(A) I. Integrate the following functions w.r.t. x: Question 1.Solution: Question 2. Question 3.Solution: Question 4.Solution: Question 5. Solution:…
Chapter 3 Indefinite Integration Ex 3.1 Chapter 3 Indefinite Integration Ex 3.1 I. Integrate the following functions w.r.t. x: (i) + – x + 1Solution: Solution: Solution: Solution: Solution: II.…
Chapter 2 Applications of Derivatives Miscellaneous Exercise 2 Chapter 2 Applications of Derivatives Miscellaneous Exercise 2 I. Choose the correct option from the given alternatives: Question 1. (a) 1, -6…
Chapter 2 Applications of Derivatives Ex 2.4 Chapter 2 Applications of Derivatives Ex 2.4 Question 1.Test whether the following functions are increasing or decreasing. Question 2.Find the values of x…
Chapter 2 Applications of Derivatives Ex 2.3 Chapter 2 Applications of Derivatives Ex 2.3 Question 1.Check the validity of the Rolle’s theorem for the following functions. Thus, the function f…
Chapter 2 Applications of Derivatives Ex 2.2 Chapter 2 Applications of Derivatives Ex 2.2 Question 1.Find the approximate value of given functions, at required points.(i) √8.95Solution: √8.95 = 2.9917 Solution:…