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annusngh
If Chris saved $400 of his earnings last month, How much did Chris earn last month?

1) Chris spent 1/3 of his last month's earnings on rentals saved 1/4 of the reaminder.

2) last month, Chris paid three times as much in loan payments as he saved.

Official Explanation



Let's dive right into the statements, evaluating them separately first. If Chris' earnings amounted to x dollars, then statement (1) says that he spent x/3. After doing so, he'll have x - x/3 dollars. He saved 1/4 of that, so the amount he saved was 1/4(x - x/3). And we are told that the amount that he saved was $400, so we know

\(\frac{1}{4}(x - \frac{x}{3}) = 400\)

That's an equation with one variable, so it's solvable for x. So Statement (1) is sufficient. Turning to Statement (2): it is not so generous with information. It doesn't even mention earnings--what we are looking for. It introduces an irrelevant comparison between his savings and loan payments, which we know nothing about. If we wrote an equation, it would have a bunch of variables, not one. So this statement is insufficient.

The correct answer is (A).
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annusngh
If Chris saved $400 of his earnings last month, How much did Chris earn last month?

1) Chris spent 1/3 of his last month's earnings on rentals saved 1/4 of the reaminder.

2) last month, Chris paid three times as much in loan payments as he saved.

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