Find the surface area of the smallest cube that can perfectly fit a sphere of volume 47916π cm3 inside it.
Let the radius of the sphere be 'R' cm. 47916π = (4/3) x π x R3 Or, 35937 = R3 So, R = 33 So, length of edge of the cube = 33 x 2 = 66 cm Required area = 6 x 662 = 26136 cm2
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Question fig...
A paper is folded and cut as shown in the following figures. How will it appear when unfolded?
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A paper is folded and cut as shown below. How will it appear when unfolded?
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