Math, asked by dipakratna2945, 1 year ago

Brian is fencing a rectangular area in the backyard for his dog. He has 25 of fence. He does not need fencing on the side that runs along the garage. The side is 9 ft long. What are the dimensions of the kennel?

Answers

Answered by santy2
2
If the are to be fenced is rectangular in shape:

Then the opposite side to the to the 9ft long side near the garage will also be 9 ft.

25 ft  - 9 ft = 16ft

The other 2 adjacent sides will be 18 ft long together.

Find one adjacent side = 16ft/2 = 8 ft

Therefore the dimensions of the kennel are:

9 long feet by 8 feet wide.
Answered by myrakincsem
1
From the question asked we know that the fencing will be in rectangular shape.
That's mean if one side is 9 feet long the other opposite side will also be the same.  total fence is =25 feet 
As the one side of the garage don't need fencing that;s means = 25-9 = 16 feet will be the fence need .
As the 16 feets is the collective result of two adjacent side So in order to calculate the single side = 16/2 = 8 feet  the other sides will also have the same  length .
So this way we now know that the one side is 9 and other is 8 feet so the dimensions will be 9 feet in length and 8 feet in width
9*8 feet² is the answer.
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