Suppose you roll two fair 10-sided dice. Each dice has its faces labeled 1 through 10...

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$Suppose you roll two fair 10-sided dice. Each dice has its faces labeled 1 through 10 and by fair we mean each face is equally likely to appear. What is the probability that both dice show the same face? Note: Give an exact answer as a fraction in the form a/b (explained) Number A fair coin is tossed three times. What is the probability that the same face will never appear two times n a row? Give an exact answer (explained) Number$

math Statistics-And-Probability

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Answer 1

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Labelled Total outcom u ωhenhoofar dice No. 4 outcomu that both dce shoo the 0me C9) Cro o) odlce · proba bi kty l0 bhe coinedhreceolal oulcoma HT H. aru (HTH) and (THT) THT ,. probability & 0.25

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Suppose you roll two fair 10-sided dice. Each dice has its faces labeled 1 through 10...

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Add Answer to: Suppose you roll two fair 10-sided dice. Each dice has its faces labeled 1 through 10...

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