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The ratio of the corresponding linear measures of two similar cans of fruit is 1 : 2. The larger can has a volume of 413.6 cubic centimeters. Find the volume of the smaller can.
a
77.7 cubic cm
b
72.7 cubic cm
c
51.7 cubic cm
d
65.3 cubic cm
Answers
Answered by
1
Hi the answer is option C.
If the lengths are in the ratio 1:n , then the volume will be in the ratio of
1:n^3 because volume = length ^3 quantity.
Therefore,
Volume of smaller can = volume of larger/2^3
= 413.6/8
= 51.7
If the lengths are in the ratio 1:n , then the volume will be in the ratio of
1:n^3 because volume = length ^3 quantity.
Therefore,
Volume of smaller can = volume of larger/2^3
= 413.6/8
= 51.7
chips4475:
Thank you!
Answered by
1
I've assumed, that the cans are in the shape of a cylinder. Since, all the corresponding linear measures are in ratio, this can also be determined (found) by choosing any other shape instead of a cylinder.
Hope this helps.....
Hope this helps.....
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