Asked by dillon

At a large nursery, a border for a rectangular garden is being built. Designers want the border's length to be 5 ft greater than its width. A maximum of 180 ft of fencing is available for the border. Write and solve an inequality that describes possible widths of the garden.

Help appreaciated thanks.
Answered by Quidditch
W=width
L=length
given:
L = W + 5
Maximum of 180 feet of fencing is available

So,
2L + 2W <= 180

Substitute the value for L and solve.
Answered by Joshua
w=42.5
Answered by Michael
Answer is x<42.5 ft
Answered by Khan
Answer:
l<−w+90
Answered by Anonymous
At a large nursery , a border for a rectangular garden is being built Designers want the borders length to be 5 ft greater than its width . A maximum of 180 ft of fencing is available for the border . Write and solve an inequality that describes possible widths of the garden
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