Answered

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Steve plans to use 28 feet of fencing to enclose a region of his yard for a pen for his pet rabbit. What is the area, in square feet, of the largest rectangular region Steve can enclose?

Can anyone also tell me what area of math this is and what I should study?

Answer choices are :

F. 40
G. 45
H. 48
J. 49
K. 196

Sagot :

Answer:

J

Step-by-step explanation:

We start out by noting that the perimeter is 28ft.

Therefore, the length + width = 14 ft.

In order to maximize the area, we need the length and width as close as possible, so the length = width = 7 provides us with the largest area.

This is sort of simple algebra, you should probably review algebra 1.

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