Asked by Anonymous

Chad had a garden that was in the shape of a rectangle. Its length was twice its width. He decided to make a new garden that was 2 feet longer and 2 feet wider than his first garden. If x represents the original width of the garden, which expression represents the difference between the area of his new garden and the area of the original garden?
Answered by Reiny
original garden is (x)(2x) = 2x^2

new garden = (x+2)(2x+2) =

so difference = (x+2)(2x+2) - x(2x)
Answered by Anonymous
wow!!! that was so fast. Thank you so much!
So the answer is 6x+4, right?
Answered by Reiny
yes

(just happened to be on the computer)
Answered by Anonymous
Thank you!!! :)
Answered by carl
teresa and julia are among 10 students who have applied for a trip to washington DC. Two students from the group will be selected at random for the trip. What is the probability that teresa and julia will be the 2 students selected?
Answered by keana
20%
Answered by calvin
2x-5y+z=23
4x+3y-5z=1
3x-3y-4z=9
Answered by A
what's the answers?
Answered by B
your right A what's the answers
Answered by v
fr what is it
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