Question

A landscaper wants to increase the size of one of his square gardens. The garden measures 8 feet on each side. The landscaper
plans to increase each side of the garden to be 175% of its current measure.
How many square feet larger is the area of the new garden than the area of the current garden?
A. 260ft
B.160ft
C.132ft
D.48

Answer 1

Answer:

its c

Step-by-step explanation:

Answer 2

The area of the new garden will be 132ft longer than that of the current garden

Area of the square

The formula for calculating the area of a square is expressed as:

A = L²

If the garden measures 8 feet on each side, then;

A = 8²

A = 64ft²

If the side length is increased by 175%, hence new length will be;

l = 8 + (1.75*8)

A = 14 * 14ft

A = 196 ft²

Difference = 196 - 64

Difference = 132ft

Hence the area of the new garden will be 132ft longer than that of the current garden

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