Jody buys 20 yards of fencing to build a garden. The garden will have 5 sides. What is the area of the largest garden she can build?
The 5-sided figure with the largest area for a given perimeter is a *blank* pentagon. Since Jody has 20 yards of fencing, the sides of the figure must measure *blank*
The area of the garden will be
approximately *blank*
square yards.

Jody buys 20 yards of fencing to build a garden The garden will have 5 sides What is the area of the largest garden she can build The 5sided figure with the lar class=

Respuesta :

Answer:

27.5 square yards

Step-by-step explanation:

the Pentagon is a regular Pentagon since it has equal sides. each side will be 4 yards. the area of the Pentagon is 0.5 x perimeter x apothem.

perimeter is 5 sides x 4 yards = 20 yards

apothem = 2/tan(36deg) = 2.75 yards

area = 27.5 yards

Answer:

Regular

4 yards, 4 yards, 4 yards, 4 yards, 4 yards

28

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