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Sagot :
We will use the ideas of the change in length in proportion to the area and volume to solve this problem. In order to extrapolate these measurements to the area and volume, we shall first define the states of the lengths in their final and initial stages.
the preliminary steps,
First Length = L
Surface initial = 6 L2 (surface of a cube)
preliminary volume = L3
the decisive actions
Lf = final length
6L2f is the final surface area.
volume at the end = L3f
given,
SA(i)f/SA(i) = 2
By using the same relation right now, we have that
(Lf/Li)2 = 2
Lf/Li =
The relationship between volume and
(Lf/Li)3 = (volume)f/(volume)i
Volume (f)/Volume I =)3
Volume (f)/Volume I = 2)3
Volume ratio (f/i) = 2.83
The cube's volume changes by a factor of 2.83.
Learn more about volume here:
https://brainly.com/question/1578538
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