The area of 3 adjacent faces of a cuboid are x,y,z.if its volume is v then proved that v²=xyz
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Area Of three Adjacent faces = x,y,z
Therefore, length of each side= √x,√y,√z
=> Volume = √x*√y*√z
V² = [√x*√y*√z]²
V² = xyz
Therefore, length of each side= √x,√y,√z
=> Volume = √x*√y*√z
V² = [√x*√y*√z]²
V² = xyz
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this is ur required solution
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