Indefinite Integration Class 12 Maths 2 Exercise 3.2(B) Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 3 Indefinite Integration Ex 3.2(B) Questions and Answers. 12th Maths Part 2 Indefinite Integration Exercise 3.2(B) Questions And Answers Maharashtra Board I. Evaluate the following: Question 1. Solution: Question 2. Solution: Question 3. Solution: Question 4. Solution: Question 5. Solution: Question 6. Solution: Question 7. … Read more

Indefinite Integration Class 12 Maths 2 Exercise 3.2(A) Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 3 Indefinite Integration Ex 3.2(A) Questions and Answers. 12th Maths Part 2 Indefinite Integration Exercise 3.2(A) Questions And Answers Maharashtra Board I. Integrate the following functions w.r.t. x: Question 1. Solution: Question 2. Solution: Let I = Question 3. Solution: Question 4. Solution: Question 5. … Read more

Indefinite Integration Class 12 Maths 2 Exercise 3.1 Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 3 Indefinite Integration Ex 3.1 Questions and Answers. 12th Maths Part 2 Indefinite Integration Exercise 3.1 Questions And Answers Maharashtra Board I. Integrate the following functions w.r.t. x: (i) x3 + x2 – x + 1 Solution: (ii) Solution: (iii) Solution: (iv) Solution: (v) Solution: … Read more

Applications of Derivatives Class 12 Maths 2 Miscellaneous Exercise 2 Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 2 Applications of Derivatives Miscellaneous Exercise 2 Questions and Answers. 12th Maths Part 2 Applications of Derivatives Miscellaneous Exercise 2 Questions And Answers Maharashtra Board I. Choose the correct option from the given alternatives: Question 1. If the function f(x) = ax3 + bx2 + … Read more

Applications of Derivatives Class 12 Maths 2 Exercise 2.4 Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 2 Applications of Derivatives Ex 2.4 Questions and Answers. 12th Maths Part 2 Applications of Derivatives Exercise 2.4 Questions And Answers Maharashtra Board Question 1. Test whether the following functions are increasing or decreasing. (i) f(x) = x3 – 6×2 + 12x – 16, x … Read more

Applications of Derivatives Class 12 Maths 2 Exercise 2.3 Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 2 Applications of Derivatives Ex 2.3 Questions and Answers. 12th Maths Part 2 Applications of Derivatives Exercise 2.3 Questions And Answers Maharashtra Board Question 1. Check the validity of the Rolle’s theorem for the following functions. (i) f(x) = x2 – 4x + 3, x … Read more

Applications of Derivatives Class 12 Maths 2 Exercise 2.2 Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 2 Applications of Derivatives Ex 2.2 Questions and Answers. 12th Maths Part 2 Applications of Derivatives Exercise 2.2 Questions And Answers Maharashtra Board Question 1. Find the approximate value of given functions, at required points. (i) √8.95 Solution: √8.95 = 2.9917 (ii) Solution: (iii) Solution: … Read more

Applications of Derivatives Class 12 Maths 2 Exercise 2.1 Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 2 Applications of Derivatives Ex 2.1 Questions and Answers. 12th Maths Part 2 Applications of Derivatives Exercise 2.1 Questions And Answers Maharashtra Board Question 1. Find the equations of tangents and normals to the curve at the point on it. (i) y = x2 + … Read more

Differentiation Class 12 Maths 2 Miscellaneous Exercise 1 Solutions Maharashtra Board

Balbharti 12th Maharashtra State Board Maths Solutions Book Pdf Chapter 1 Differentiation Miscellaneous Exercise 1 Questions and Answers. 12th Maths Part 2 Differentiation Miscellaneous Exercise 1 Questions And Answers Maharashtra Board (I) Choose the correct option from the given alternatives: Question 1. Let f(1) = 3, f'(1) = , g(1) = -4 and g'(1) = … Read more