A cuboid has a volume of 4860 cubic centimetres. The area of its square face is 324 square centimetres. What is the breadth of the container

Question

A cuboid has a volume of 4860 cubic centimetres. The area of its square face is 324 square centimetres. What is the breadth of the container? *

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Aubrey 1 month 2021-08-16T11:33:40+00:00 1 Answer 0 views 0

Answers ( )

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    2021-08-16T11:35:28+00:00

    Given:

    A cuboid has a volume of 4860 cubic centimetres.

    To find:

    The breadth of the container.

    Solution:

    It is given that cuboid has a volume of 4860 cubic cm and area of one of its square face is 324 square cm

    so it is clear that the length and height of the container are equal

    So,

    The breadth of the container can be obtained by

    The volume of container/area of one face of the container

    • 4860/324
    • 15 cm

    The breadth of the container is 15 cm.

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