The side lengths of two different cubes are 35 cm and 42 cm. What is the ratio of the volume of the smaller to the volumes of the larger?

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The side lengths of two different cubes are 35 cm and 42 cm. What is the ratio of the volume of the smaller to the volumes of the larger?

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    2021-09-06T04:56:13+00:00

    First we look for the result of the volume for both:
     the smaller:
     V1 = (35) ^ 3
     V1 = 42875 cm ^ 3
     the larger
     V1 = (42) ^ 3
     V1 = 74088 cm ^ 3
     Then, we have to:
     V1 / V2 = (42875) / (74088)
     V1 / V2 = 0.578703704
     Answer: 
     The ratio of the volume of the smaller to the volumes of the larger is:
     V1 / V2 = 0.578703704

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