Mathematics, 30.11.2019 05:50 evv012

# Suppose we now play a game: flip a fair coin until either tt or th first occurs. you win if tt comes up first, lose if th comes up first. since tt takes 50% longer on average to turn up, your opponent agrees that he has the advantage. so you tell him youâ€™re willing to play if you pay him $5 when he wins, but he merely pays you a 20% premium, that is, $6, when you win. if you do this, youâ€™re sneakily taking advantage of your opponentâ€™s untrained intuition, since youâ€™ve gotten him to agree to unfair odds. what is your expected profit per game?

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To prove p is equal to q using an indirect proof what would your starting assumption be?

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The statements below can be used to prove that the triangles are similar. ? â–³abc ~ â–³xyz by the sss similarity theorem. which mathematical statement is missing? âˆ b â‰… âˆ y âˆ b â‰… âˆ z

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Suppose we now play a game: flip a fair coin until either tt or th first occurs. you win if tt come...

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