I couldn't find this in the forum...
Is xy + xz = 0
1) x=0
2) y + z = 0
I know that statement is sufficient. But statement 2 could have y= -1 and z = 1 to equal zero but we don't know the value of x..??
Any insight on why statement 2 is sufficient here will be appreciated!
Thank you,
Jason
gmatprep question
This topic has expert replies
-
- Master | Next Rank: 500 Posts
- Posts: 216
- Joined: Mon Dec 21, 2009 10:26 am
- Thanked: 16 times
Factor xy + xz = 0 into x(y + z) = 0.
Statement 1:
x = 0, so 0 * (y + z) = 0. Sufficient.
Statement 2:
y + z = 0, so x * (0) = 0. Sufficient.
I hope this answers your question, when you factor the problem like this, you don't need to know the value of x for statement 2.
Statement 1:
x = 0, so 0 * (y + z) = 0. Sufficient.
Statement 2:
y + z = 0, so x * (0) = 0. Sufficient.
I hope this answers your question, when you factor the problem like this, you don't need to know the value of x for statement 2.