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When an international relief agency extended loans to 28 countries, the unemployment rate dropped in some of the countries, and the per-capita GDP rose in some of the countries. In how many of the countries did the unemployment rate drop?

Given that {total}={unemployment rate dropped}+{GDP rose}-{both}+{neither} --> 28={unemployment rate dropped}+{GDP rose}-{both}+{neither}.

Question: {unemployment rate dropped}=?

(1) In 10 of the countries, the unemployment rate did not drop, and the per-capita GDP did not rise. {neither}=10 --> 28={unemployment rate dropped}+{GDP rose}-{both}+10. Not sufficient.

(2) In 12 of the countries, the per-capita GDP rose but the unemployment rate did not drop --> {GDP rose}-{both}=12 --> 28={unemployment rate dropped}+12+{neither}. Not sufficient.

(1)+(2) 28={unemployment rate dropped}+12+10 --> {unemployment rate dropped}=6. Sufficient.

Answer: C.

Hope it's clear.
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When an international relief agency extended loans to 28 countries, the unemployment rate dropped in some of the countries, and the per-capita GDP rose in some of the countries. In how many of the countries did the unemployment rate drop?

Given that {total}={unemployment rate dropped}+{GDP rose}-{both}+{neither} --> 28={unemployment rate dropped}+{GDP rose}-{both}+{neither}.

Question: {unemployment rate dropped}=?

(1) In 10 of the countries, the unemployment rate did not drop, and the per-capita GDP did not rise. {neither}=10 --> 28={unemployment rate dropped}+{GDP rose}-{both}+10. Not sufficient.

(2) In 12 of the countries, the per-capita GDP rose but the unemployment rate did not drop --> {GDP rose}-{both}=12 --> 28={unemployment rate dropped}+12+{neither}. Not sufficient.

(1)+(2) 28={unemployment rate dropped}+12+10 --> {unemployment rate dropped}=6. Sufficient.

Answer: C.

Hope it's clear.

Hey Bunuel,

could you please explain me following statement

In 12 of the countries, the per-capita GDP rose but the unemployment rate did not drop --> {GDP rose}-{both}=12 --> 28={unemployment rate dropped}+12+{neither}. Not sufficient.

I want to know why we are considering {both} here.
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Bunuel
When an international relief agency extended loans to 28 countries, the unemployment rate dropped in some of the countries, and the per-capita GDP rose in some of the countries. In how many of the countries did the unemployment rate drop?

Given that {total}={unemployment rate dropped}+{GDP rose}-{both}+{neither} --> 28={unemployment rate dropped}+{GDP rose}-{both}+{neither}.

Question: {unemployment rate dropped}=?

(1) In 10 of the countries, the unemployment rate did not drop, and the per-capita GDP did not rise. {neither}=10 --> 28={unemployment rate dropped}+{GDP rose}-{both}+10. Not sufficient.

(2) In 12 of the countries, the per-capita GDP rose but the unemployment rate did not drop --> {GDP rose}-{both}=12 --> 28={unemployment rate dropped}+12+{neither}. Not sufficient.

(1)+(2) 28={unemployment rate dropped}+12+10 --> {unemployment rate dropped}=6. Sufficient.

Answer: C.

Hope it's clear.

Hey Bunuel,

could you please explain me following statement

In 12 of the countries, the per-capita GDP rose but the unemployment rate did not drop --> {GDP rose}-{both}=12 --> 28={unemployment rate dropped}+12+{neither}. Not sufficient.

I want to know why we are considering {both} here.

{GDP rose} includes ALL the countries where GDP rose, so the countries where GDP rose and unemployment rate dropped as well the countries where GDP rose and unemployment rate did not drop:
{GDP rose} = {GDP rose and unemployment rate dropped} + {Only GDP rose} = {Both} + {Only GDP rose}

So, the number of countries where GDP rose but the unemployment rate did not drop = the total number of countries where GDP rose minus those countries where GDP rose and unemployment rate dropped:
{Only GDP rose} = {GDP rose} - {Both} --> 12 = {GDP rose}-{both}.

Hope its clear.
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Using the table method, one can come to conclusion that both the statements are needed to arrive at an answer.

Table attached...
Attachments

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screenshot.png [ 25.05 KiB | Viewed 3737 times ]

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This question (once you know how to tackle it) its easy. When I first read it, I thought it was a mean/median type question and suddenly just freaked out because I had no idea what to do. So I guessed and fair enough got it wrong. Looking at the explanations, it is just a simple double matrix question. Took me 28 secs to do the question once I realised this. I am wondering why I didn't think of double matrix in the first place? I feel like my thinking process isn't right. How to fix this? Do you just attempt more practice problems?

I am a little frustrated with myself because of that. =_= :( :? :cry:
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