Find the altitude of cylinder of maximum volume that can be inscribed in a given sphere. [Take radius of sphere = R units]
R |
For the function
the point
x = – 1 is a minimum | |
x = 0 is a maximum | |
x = – 1 is a maximum | |
x = 0 is a minimum |
Let x,y be such that x>0 and xy=1. Then the minimum value of (x+y) is
0 | |
2 | |
4 | |
None of these |
4 | |
9 | |
16 | |
25 |
A right cylindrical vessel (open from top) of a given capacity is formed using least possible mateiral. Then the ratio of the height to the radius of the base is ___
4:1 | |
3:1 | |
2:1 | |
1:1 |
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