Asked by Ben shapiro
If the length of a rectangle with a constant area varies inversely with its width, how could you determine the greatest perimeter of the rectangle
Answers
Answered by
oobleck
there is no greatest perimeter.
The least perimeter is when the rectangle is a square.
Consider an area of 16
4x4 has p=16
2x8 has p=20
1x16 has p=34
1/2 x 32 has p=65
.01 x 1600 has p=3200.02
The least perimeter is when the rectangle is a square.
Consider an area of 16
4x4 has p=16
2x8 has p=20
1x16 has p=34
1/2 x 32 has p=65
.01 x 1600 has p=3200.02
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