Home
Class 12
MATHS
Let I=int1^3sqrt(3+x^3)dx , then the va...

Let `I=int_1^3sqrt(3+x^3)dx` , then the value of `I` will lie in the interval (a)`[4,6]` (b) `[1,3]` (c)`[4,2sqrt(30)]` (d) `[sqrt(15),sqrt(30)]`

Promotional Banner

Similar Questions

Explore conceptually related problems

Let I=int_(1)^(3)sqrt(3+x^(3))dx, then the value of I will lie in the interval (a)[4,6](b)[1,3](c)[4,2sqrt(30)](d)[sqrt(15),sqrt(30)]

Let I=int_1^2 (dx)/sqrt(2x^3-9x^2+12x+4) then

Let I=int_1^2 (dx)/sqrt(2x^3-9x^2+12x+4) then

Let I=int_1^2 (dx)/sqrt(2x^3-9x^2+12x+4) then

Given I=int_(0)^(2)(sqrt((x^(4))/(4)-2x^(3)+(11)/(2)x^(2)-6x+4))dx then the value of I lie in the interval

If I=int_(3)^(4) (1)/(3sqrt(logx))dx then

(sqrt(3+4i)+sqrt(3-4i))/(sqrt(3+4i)-sqrt(3-4i))=

I=int_(1)^(3)(sqrt(x))/(sqrt(4-x)+sqrt(x))dx=?

int (dx)/(sqrt(1+sqrt(x)))=(4)/(3)(sqrt(x)-2)sqrt(1+sqrt(x))+c