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Re: which of the following must be true? (no restrictions of [#permalink]
agreed; i think some info might be missing... some additional restrictions would make it more difficult though
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Re: which of the following must be true? (no restrictions of [#permalink]
Quote:
I. 0 > -(x+y)^2
II.0 > -(x-y)^2

1. None
2. I only
3. II only
4. I and II
5. Cannot be determined

Won't the answer be 1? the right side of the equation is squared and will always be positive (integer, non-integer) unless the right side equals 0. Both instances would result in the above being false.

also, someone mentioned order of operations. won't we distribute the negative signs in both equations before squaring them?
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Re: which of the following must be true? (no restrictions of [#permalink]
The answer to that question is none.

i. if x and y are 0, then the inequality doesn't hold.
0 is not greater than 0


ii. if x and y are equal, this doesn't hold either.


i think some info is missing, because the question seems to easy.
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Re: which of the following must be true? (no restrictions of [#permalink]
ggarr,

the order of ops says we should first take care of exponents, and then multiplication. a negative outside parentheses is the same thing as multiplying by -1.

ethan,

i guess the answer is 1 instead of 5; nice catch there. its not that it can't be determined... duh... we determined that the statements aren't true.
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Re: which of the following must be true? (no restrictions of [#permalink]
ggarr,

the order of ops says we should first take care of exponents, and then multiplication. a negative outside parentheses is the same thing as multiplying by -1.

ethan,

i guess the answer is 1 instead of 5; nice catch there. its not that it can't be determined... duh... we determined that the statements aren't true.
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Re: which of the following must be true? (no restrictions of [#permalink]
Quote:
ggarr,

the order of ops says we should first take care of exponents, and then multiplication. a negative outside parentheses is the same thing as multiplying by -1.
sorry, you're correct. numbers b/w parens is first ... not numbers outside of parens.



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