(d) 2 In ( (^) √ ) + C
- If f(x) is an even function, what is
∫ (^ )^ equal to?^
(a) 0 (b) ∫ ⁄^ ( ) (c)
2 ∫ ⁄^ ( )
(d) 1
- What is the value of ∫ ⁄⁄?
(a) 2 In √ (b) In √ (c) 2 In 3 (d) 4 In
3
- What is the value of ∫.^
/^
(a) e.^ / (b) e ( e – 1) (c) e - (d)
0
- What is the value of integral
∫ |^ |
(a) 1 (b) 0 (c) 2 (d) - 1
- What is ∫^
(^)
⁄
dx?^
(a) π (b)^ (c)^ (d) 0
- What is ∫ ⁄⁄^ dx equal to?
(a) √ (b)^ (c)^ (d) 0
- If f (x)= a + bx + , what is ∫ ( )
dx equal to?
(a) [f(0) + 4f (1/2) + f(1)]/6 (b) [f(0) +
4f (1/2) + f(1)]/3 (c) [f(0) + 4f (1/2) +
f(1)]
(d) [f(0) + 2f (1/2) + f(1)]/6 - What is the value of
∫ ⁄^ (^ )^
(a) 0 (b) 1 (c) -1 (d)^
- What is ∫ ( )^ dx is equal to?
(a) ( ) (b) ( )^ ( ) (c) 1 (d) 0
The value of ∫ ( )^
depends on which of the following?
(a) values of x only (b) values of each
of a, b and c (c) value of c only (d)
value of b only
What are the values of p which
satisfy the equation ∫ ( )
dx=
(a)^ and 2 (b) - and 2 (c)^ and - 2
(d) - and - 2
What is the value of ∫ dx?
(a) (^ ) (b) - 1 (c) 2(e - 1) (d) e – 1
What is the value of integral I=
∫^ (^ )^
dx?^
(a) (b) (c) (d)
What is the value of ∫ | | dx?
(a) 2 (b) 1 (c)^ (d) 0
What is ∫ dx equal to?
(a).^ / log (ab). log.^ / (b)^ (c) log
.^ /
(d).^ / log 0 (^ ) 1
If ∫ ( ) (^) ∫ ( )
, what is the value of ∫ ( ) dx?
(a) - (b)^ (c)^ (d)
Assertion (A) ∫
(^) ∫ ⁄^
Reason (R) is an odd function.
(a) A and R are true, R is the correct
explanation of A (b) A and R are true
but R is not the correct explanation of A
(c) A is true but R is false (d) A is false
but R is true