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This question has issues, so don't spend too much time thinking about it. Zero is neither positive nor negative. I seriously doubt you would see a question on the real GMAT about positive zero vs. negative zero. GMAT tends to avoid topics that are ambiguous.
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HustleHarder
What is the value of a?

1. a - b + 4 = 0
2. a = -a



Since "a" = -a, 2a = 0, or a = 0 Am I missing something here? How does 2a = 0? Confused about this one, given that a is an unknown variable. Thanks

What is the value of a?

(1) a - b + 4 = 0 --> two variables, one equation, so we can not find uniques numerical value of \(a\). Not sufficient.

(2) a = -a --> number equals to minus itself, only number to satisfy this is zero, so \(a=0\). Sufficient.

Or: \(a=-a\) --> add \(a\) to both sides: \(a+a=-a+a\) --> \(2a=0\) --> \(a=0\).

Answer: B.


HustleHarder
Source is the ARCO GMAT/GRE book. I don't understand how -a = 0 To me (intuitively) if a is positive, -a is negative, and if a is negative, -a is positive. Hrumphhhh!

You are right "if a is positive, -a is negative, and if a is negative, -a is positive". But also if \(a=0\), then \(-a=a=0\) (0=-0).
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1st statement is definitely not sufficient.
2nd statement is sufficient if you add a to both sides. 2a=0 => a=0
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HustleHarder
What is the value of a?

(1) a - b + 4 = 0
(2) a = -a

a - b + 4 = 0

This means a = b - 4. However, since we don’t know anything about b, statement one alone is not sufficient to determine the value of a.

Statement Two Alone:

a = -a

a = -a

2a = 0

a = 0

Statement two alone is sufficient to answer the question.

Answer: B
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Hello from the GMAT Club BumpBot!

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