How do you find the exact value of?
If then the value of is
none of these
What is the area bounded by the parabola and its latus rectum.
Let and . If , then :
Differential coefficient of w.r.t. is
If , then
None of these
- Limit doesn't exists.
If , then ?
The area enclosed by the pair of lines , the line and is
If y(π)=π+2, then the value of y(π2) is:
The area of the feasible region for the following constraints , and will be
If in , then
satisfies Rolles theorem and , so that
does not satisfy Rolles theorem but
satisfies Rolles theorem but
satisfies LaGranges Mean value theorem but
The area enclosed within the curve is