In a certain brick wall, each row of bricks above the bottom row contains one less brick than the row just below it. if there are 5 rows in all and a total of 15 bricks in the wall, how many bricks does the bottom row contain?
a.14
b.15
c.16
d.17
e.18
please help me for this question...
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- DanaJ
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Say that the number of bricks in the bottom row is n. Then you have that there are n-1 bricks in the second row, n-2 in the third row, n-3 in the fourth row and n-4 in the fifth row. This means that you have a total of:
n + n - 1 + n - 2 + n - 3 + n - 4 = 5n - 10 bricks in your wall. We know that this is equal to 15, so you have the following equation:
5n - 10 = 15
5n = 25
n = 5.
I think you should check the answers... Or maybe I'm wrong....
n + n - 1 + n - 2 + n - 3 + n - 4 = 5n - 10 bricks in your wall. We know that this is equal to 15, so you have the following equation:
5n - 10 = 15
5n = 25
n = 5.
I think you should check the answers... Or maybe I'm wrong....
- DanaJ
- Site Admin
- Posts: 2567
- Joined: Thu Jan 01, 2009 10:05 am
- Thanked: 712 times
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- GMAT Score:770
The question is wrong in wording or smth like this. If there are 15 bricks in the wall, how can the bottom row have 17 bricks? This means that the bottom row has more bricks than the entire wall, which is absurd.