if the sides of two cubes are in the ratio 4:1 the ratio of their volumes is
Answers
Answered by
4
Hey!
_________________
Ratio of the sides = 4/1
We know,
Volume of cube = side^3
Thus,
Ratio of volumes = (side 1) ^3 / (side 2) ^3
= 4^3 / 1^3
= 64 / 1
Thus, ratio of the volumes = 64:1
___________________
Hope it helps...!!!
_________________
Ratio of the sides = 4/1
We know,
Volume of cube = side^3
Thus,
Ratio of volumes = (side 1) ^3 / (side 2) ^3
= 4^3 / 1^3
= 64 / 1
Thus, ratio of the volumes = 64:1
___________________
Hope it helps...!!!
Answered by
8
Hi there !!
Here's your answer
Given that ,
The ratio if two cubes = 4 : 1
Let the common factor be x
So,
The ratio of two cubes will be 4x/x
Volume of 1st cube = (4x)³ = 64x³
Volume of 2nd cube = x³
Ratio = 64x³/x³ = 64/1
Thus,
the ratio is 64 : 1
Here's your answer
Given that ,
The ratio if two cubes = 4 : 1
Let the common factor be x
So,
The ratio of two cubes will be 4x/x
Volume of 1st cube = (4x)³ = 64x³
Volume of 2nd cube = x³
Ratio = 64x³/x³ = 64/1
Thus,
the ratio is 64 : 1
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