If edges of cube is increase …

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Yogita Ingle 6 years, 11 months ago
Let ‘a’ be the edge of the cube.
Surface area of cube = 6a2 sq units
Given length of edge is increased by 10%
Hence new measure of edge = a + 10% of a = (11a/10)
Surface area of cube (after increase) = 6(11a/10)2
= (121/100) x 6a2 sq units
Change in surface area = [(121/100) x 6a2 ] – 6a2
= (21/100) x 6a2
% increase = [(21/100) x 6a2] x 100/ [6a2 ]
= 21%
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