A
B
C
D
Text Solution
Verified by Experts
The correct Answer is:
Topper's Solved these Questions
Similar Questions
Explore conceptually related problems
NIKITA PUBLICATION-INTEGRATION -MULTIPLE CHOICE QUESTIONS
- intxcot^(2)xdx=?
Text Solution
|
- Evaluate: intx^2sinx\ dx
Text Solution
|
- Evaluate the following integrals: intxsin^(-1)xdx
Text Solution
|
- Evaluate : intxtan^(-1)xdx
Text Solution
|
- intxsec^(-1)xdx=
Text Solution
|
- Evaluate the following integrals: intx^(2)e^(3x)dx
Text Solution
|
- inte^(-2x)xdx=
Text Solution
|
- intxlogxdx=?
Text Solution
|
- intx^3logxdx=
Text Solution
|
- int(logx)/(x+1)^2dx=
Text Solution
|
- Evaluate intlogx/(1+x)^3dx
Text Solution
|
- int(logx)/(x^3)dx=
Text Solution
|
- If intsin^(-1)xdx=x sin^(-1)x+u+c, then u=
Text Solution
|
- intcos^(-1)xdx=
Text Solution
|
- inttan^(-1)xdx=….+C
Text Solution
|
- intsec^(-1)xdx=
Text Solution
|
- intlogxdx=?
Text Solution
|
- intlog(x+sqrt(a^2+x^2))dx
Text Solution
|
- intx/(1+cos2x)dx
Text Solution
|
- int(x)/(1-cosx)dx=
Text Solution
|