Asked by samir
farmer Pete has enough seed plant a rectangular garden that is 48 square feet how should he arrange his garden in order to use the least amount of fencing with whole length dimensions
Answers
Answered by
Reiny
The largest area of a rectangle is obtained when the rectangle is a square, so
s^2 = 48
s = √48 = 6.928
which to the nearest whole length is 7 ft
his garden should be 7 ft by 7 ft
s^2 = 48
s = √48 = 6.928
which to the nearest whole length is 7 ft
his garden should be 7 ft by 7 ft
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