Asked by GAB DEL MUNDO
Determine the maximum area of a rectangular piece of land that can be enclosed by 1200 m of fencing.
Answers
Answered by
bobpursley
Area=L*W
Perimeter=2L+2W
L= 600-W
area=600W-W^2
darea/dw=600-2W=0 or W=300
then calculate L, and it is 300 (a square).
max area=LW=9e4
Perimeter=2L+2W
L= 600-W
area=600W-W^2
darea/dw=600-2W=0 or W=300
then calculate L, and it is 300 (a square).
max area=LW=9e4
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