A rectangular tabletop consists of a piece of laminated wood bordered by a thin metal strip along its four edges. The surface area of the tabletop is x square feet, and the total length of the strip before it was attached was x feet. If the tabletop is 3 feet wide, what is its approximate length, in feet?
a) 12
b) 10
c) 9
d) 8
e) 6
OA: E
Perimeter
This topic has expert replies
-
- Master | Next Rank: 500 Posts
- Posts: 113
- Joined: Thu Feb 26, 2009 8:13 am
- Location: New Jersey
- GMAT Score:650
why do u equate perimeter to area?
how do u know that perimeter = area of rectangle?
thanks in advance
how do u know that perimeter = area of rectangle?
thanks in advance
-
- Master | Next Rank: 500 Posts
- Posts: 158
- Joined: Tue Sep 30, 2008 8:47 am
- Thanked: 23 times
- Followed by:1 members
- GMAT Score:660
You have a rectangular wooden piece bordered by metal strip (rectangle). From the question total length of the strip = x = Perimeter of the metal strip.
We also know that the width of the strip = 3 (i.e the width of the table top) hence x= 3+a+3+a = 6+2a where a = length of table top(metal strip).
Also given is SA of table top =x = 3*a now solving
x= 6+2a,
which implies 3a=6+2a hence a = 6 E.)
- Deepak
We also know that the width of the strip = 3 (i.e the width of the table top) hence x= 3+a+3+a = 6+2a where a = length of table top(metal strip).
Also given is SA of table top =x = 3*a now solving
x= 6+2a,
which implies 3a=6+2a hence a = 6 E.)
- Deepak