## Question

### Solution

Correct option is

To check it is minimum value at

#### SIMILAR QUESTIONS

Q1

A box of constant volume C is to be twice as long as it is wide. The cost per unit area of the material on the top and four sides is three times the cost for bottom. What are the most economical dimensions of the box?

Q2

Find the maximum surface area of a cylinder that can be inscribed in a given sphere of radius R

Q3

Find the semi-vertical angle of the cone of maximum curved surface area that can be inscribed in a given sphere of radius R.

Q4

Find the point on the curve y = x2 which is closest to the point A(0, a).

Q5

Find the shortest distance between the line y – x = 1 and the curve x = y2.

Q6

Find the vertical angle of right circular some of minimum curved surface that circumscribes in a given sphere.

Q7

AB > 0, then minimum value of sec A + sec B is equal to

Q9

(x) = x2 – 4 | | and

Then (x) has

Q10

The function f (x) = x (x2 – 4)n (x2 – x + 1), n Ïµ N assumes a local minima at x = 2, then