# RBSE Solutions for Class 12 Maths Chapter 10 Definite Integral Ex 10.3

## Rajasthan Board RBSE Class 12 Maths Chapter 10 Definite Integral Ex 10.3

Find the value of the following integrals :

RBSE Solutions For Class 12 Maths Chapter 10.3 Question 1.

Solution:

Ex 10.3 Class 12 RBSE Question 2.

Solution:

RBSE 12th Maths 10.3 Solution Question 3.

Solution:

RBSE Solutions For Class 12 Maths Chapter 10 Miscellaneous Question 4.
$$\int_{0}^{3}$$ [x] dx, where [.] is greatest integer function.
Solution:

RBSE Solutions For Class 12 Maths Chapter 10 Question 5.

Solution:

Here f (x) = x5 cos2 x
Now f (-x) = (- x)5 cos2 (- x)
= – x5 cos2 x
= -f(x)
Thus, this is an odd function.

Ex 10.3 Class 12 Question 6.

Solution:

[∵ sin x is odd function and cos x is even function
∴ sin (- x) = – sin x
cos (- x) = cos x]
= -f (x)
Thus this is a odd function

Definite Integral Solution Question 7.

Solution:

Exercise 10.3 Class 12 Question 8.

Solution:

Definite Integration Class 12 Pdf Question 9.

Solution:

Exercise 10.3 Class 12 Maths Question 10.

Solution:

RBSE Solutions For Class 10 Maths Chapter 12 Miscellaneous Question 11.

Solution:

10.3 Class 12 Question 12.

Solution:

Class 12 Maths 10.3 Solutions Question 13.

Solution:

Class 12 Math Ex 10.3 Question 14.

Solution:

Ex10.4 Class 12 Question 15.

Solution:

Where t = tan x and dt = sec2 x dx
When x = 0, then
t = tan 0 = 0
When x = $$\frac { \pi }{ 4 }$$,then t = tan $$\frac { \pi }{ 4 }$$ = 1

RBSE Solutions For Class 6th Maths Exercise 10.3 Question 16.

Solution:

Class 6 Maths Chapter 10 Exercise 10.3 Question 17.

Solution:

Class 12 Maths Ex 10.3 Question 18.

Solution:

Definite Integrals Class 12 Important Questions Question 19.

Solution:

10.3 Class 12 Maths Solutions Question 20.

Solution:

Class 12 Ex 10.3 Question 21.

Solution:

Ex 10.3 Class 12 RBSE Solutions Question 22.

Solution: