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Old 10-02-2007, 08:23 AM
Arvind S Arvind S is offline
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Default You are planning a rectangular garden. its length is 4ft more than twice the...

...width. u want a walkway (below? 2ft wide around the garden. write an expression for the area of the gardeb walk in standard form.


im not sure of my answer....

my answer was 16ft squared.

may u please help me????


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Old 10-02-2007, 08:37 AM
G J G J is offline
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You can't find the actual area of the walkway, because you don't know the actual size of the garden. So you're supposed to be finding the area of the walkway as an "expression" of the width.

The area of the garden is width times length: w*(w+4), or w^2 +4w.

The width of the garden plus the walkway would be w+4, or the width of the garden plus two feet of walkway on one side plus two more feet of walkway on the other side. You would also add 4 to the length of the garden to get the length of the garden plus the walkway, or w+8. So, the area of the garden and the walkway together is (w+4)*(w+8), or w^2 + 12w + 32.

Now, subtract the area of the garden by itself from the area of the total space: (w^2 + 12w + 32) - (w^2 + 4w). Simplified, this means that the area of just the walkway would be 8w + 32.
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Old 10-02-2007, 08:37 AM
Rec Rec is offline
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the question asks for an expression that represent the area of the walkway.

let w be the width of the rectanglar garden.
2w + 4 is the length

the walkway is 2ft wide. The length of the walkway is 2w + 8 and the width is w + 4

A = (2w + 8) (w + 4) - (2w + 4)(w)
A = 2w^2 + 8w + 8w + 32 - 2w^2 - 4w
A = 12w + 32 <== answer
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Old 10-02-2007, 08:37 AM
2 cute 2 talk 2 you 2 cute 2 talk 2 you is offline
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hey...i need help with that too...email me??
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Old 10-02-2007, 08:37 AM
Alyssa Alyssa is offline
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width = 2 ft
2w + 2(2w +4)= A
2(2) + 2( 2(2) + 4) = A
4 + 16 =A
A= 20
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