1. The areas of three consecutive faces of a cuboid are $$12cm^{2} , 20cm^{2} and 15cm^{2}$$ , then the volume $$(in cm^{3} )$$ of the cuboid is
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By: anil on 05 May 2019 01.41 am
Let the length, breadth and height of cuboid be $$l , b , h$$ respectively Area of three consecutive faces : => $$l b = 12$$ $$b h = 20$$ $$h l = 15$$ Multiplying the above equations, => $$(lbh)^2 = 12 imes 20 imes 15 = 3600$$ => $$(lbh) = sqrt{3600} = 60$$ $$ herefore$$ Volume of cuboid = $$60 cm^3$$
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