The dimensions for the small box = 6.4* 4 *
10.5
==> the volume of the box =
268.8
Let x be the ratio for the increase of the
dimenstion.
Then, new dimensions
are:
(6.4)x * 4x * (10.5)x =
(268.8)x^3
However, we know that the volume of the new box
should contain 500 ml
Then the volume for the larger
container should be a little more that 500 cm^3 ( 1 cm^3 = 1
ml)
==> (268.8)x^3 =
500
==> x= 1.23
(approx.)
Then new dimensions are
:
==> 7.872 * 4.92 * 12.915 = 500.2
cm^3
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