Asked by Anonymous
suppose you have 54 feet of fencing to enclose a rectangle dog pen . the function a= 27x- x^2 , where x = width , gives you the area of the dog pen in square feet . what width gives you the maximum area ? what is the maximum area ? round to the nearest tenth as necessary .
Answers
Answered by
joemar
the length of a garden is 2 m more than twice its width and its area is 24 m2, which of the following equations represents the give situationanswer
Answered by
shay
Suppose you have 54 feet of fencing to enclose a rectangular dog pen. The function , where x = width, gives you the area of the dog pen in square feet. What width gives you the maximum area? What is the maximum area? Round to the nearest tenth as necessary.
width = 13.5 ft; area = 546.8 ft2
width = 27 ft; area = 182.3 ft2
width = 27 ft; area = 391.5 ft2
width = 13.5 ft; area = 182.3 ft2
width = 13.5 ft; area = 546.8 ft2
width = 27 ft; area = 182.3 ft2
width = 27 ft; area = 391.5 ft2
width = 13.5 ft; area = 182.3 ft2
Answered by
ariyah
width =13.5
area=182.3
area=182.3
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