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You flip two coins. At least one of these coins lands head. What is the probability that both coins land heads?

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50%

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Wrong, cause if one is heads all the time, you can either get tails and heads, heads and tails, or heads and heads.

 

Hence, 1/3 probability

 

But probability does not carry over. On both flips, the probability of getting heads is 50%, no matter what.

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But probability does not carry over. On both flips, the probability of getting heads is 50%, no matter what.

True, I'm thinking genetics.

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It's 50% chance. One is a definite head and the other is not soo 1.00 x 0.50.

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The question is asking "What is the probability that you will get heads and heads?" The detail about you already getting heads is one of those 'distraction' details from the real question.

 

Thus the answer is 1/3.

 

But if you asked "You already flipped a coin and got heads, and will flip another, what is the probability that it will be heads also"

 

The answer would be 1/2

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The question is asking "What is the probability that you will get heads and heads?" The detail about you already getting heads is one of those 'distraction' details from the real question.

 

If the question was "What is the probability of getting heads twice?" the answer would be 1/4. 1/2x1/2.

 

It's not that question though, I don't think.

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I'm not doing your homework for you Space, stfu.

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There's a 100% chance you're a ******* moron

 

:)

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You should use probability changing missiles.

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You should use probability changing missiles.

Try adding more spiral.

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