int0^10 (x^10)/((10 - x)^10 + x^10) dx...

`int_0^10 (x^10)/((10 - x)^10 + x^10)` dx is equal to

A

10

B

5

C

2

D

`1//2`

Text Solution

Verified by Experts

The correct Answer is:

B

Promotional Banner

Promotional Banner

Recommended Questions

int0^10 (x^10)/((10 - x)^10 + x^10) dx is equal to
Text Solution
|
The value of int0^(10) (x +(1)/(x)) dx is
Text Solution
|
If y=log(10)x+log(x)10+log(x)x+log(10)10 then what is ((dy)/(dx))(x=10...
Text Solution
|
int(10 x^(9) + 10^(x) log(e^(10)) dx)/(x^(10) + 10^(x)) बराबर है:
Text Solution
|
यदि y=log(10)x+log(x)10+log(x)x+log(10)10 है तो ((dy)/(dx))(x=10) किस...
Text Solution
|
If y=log(10)x+log(x)10+log(x)x+log(10)10 , then ((dy)/(dx))(x=10) is e...
Text Solution
|
int0^(10)(x^10)/((10-x)^(10)+x^(10))dx Is equal
Text Solution
|
यदि y=log(10)x+log(x) 10 +log(x)x+log(10)10 है, तब (dy)/(dx) बराबर है
Text Solution
|
If I(10) = int0^(pi/2) x^(10) sin x dx then I(10) + 90I(8) =
Text Solution
|