SOLUTION: A shoebox has a surface area of 288 square inches. If the height of the box is doubled, how does the new surface area compare? A) The surface area is the same. B) The surface

Algebra ->  Volume -> SOLUTION: A shoebox has a surface area of 288 square inches. If the height of the box is doubled, how does the new surface area compare? A) The surface area is the same. B) The surface      Log On


   



Question 580768: A shoebox has a surface area of 288 square inches. If the height of the box is doubled, how does the new surface area compare?
A) The surface area is the same.
B) The surface area is half of the original.
C) The surface area is twice as large.
D) The surface area is larger, but less than twice as large.

Answer by Alan3354(69443) About Me  (Show Source):
You can put this solution on YOUR website!
Orig SA = 2(W*L + W*H + H*L)
New SA = 2*(W*L + 2W*H + 2H*L)
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2*(W*L + 2W*H + 2H*L) < 2*2(W*L + W*H + H*L)
--> D