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BCCLSN
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EMPOWERgmatRichC
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GMAT 1: 800 Q51 V49
GRE 1: Q170 V170
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IanStewart
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BCCLSN
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IanStewart
If you flip a coin twice, and get Heads both times, it does not become more likely that you will get Tails on the next flip. Coinflips are independent - what happened in the past doesn't affect what happens in the future. To think otherwise is a well-known logical error, sometimes called the Gambler's Fallacy.

The same is true on your GMAT. If 'E' is the right answer to your first two questions, it does not become more likely that A-D will be right on the third question. Questions are independent, and if you're guessing randomly at a question in the middle of a test, each answer will have a 1/5 chance to be correct, no matter what happened earlier on the test.


Yes, That's true, But I've heard that in the whole GMAT the answers are equally distributed so that every choice in the total exam has the same possibility to be right. That's where my reasoning comes from.

By the way, Thank you for your answers !
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