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The volumes of two similar figures are given. The surface area of the smaller figure is given. Find the surface area of the larger figure. V = 27 in3 V = 125 in3 S.A. = 63 in @Directrix
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If two solids are similar, the square of the scale factor of the two solids is equal to the ratio of any two corresponding area measurements of the solids.
First, we will get the scale factor by taking the cube root of 27/125
That is 3/5. So, (3/5)^2 = 63/x Find x
Did you get 175 ?
i got 0.36 some how
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Is 175 an option
yes
okay
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