Find the ratio of volumes of two cubes whose sides are in the ratio of 4:9.
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Step-by-step explanation:
Let the common multiple be 'x'
and 2 cubes be C1 and C2
so , side of C1= 4x
and side of C2=9x
volume of cube=side ^3
therefor,
volume of C1/volume of C2
=(4x)^3/(9x)^3
=64x^3/729x^3
= 64/729
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