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A random-number generator generates integers from 1 to 9 (inclusive). All outcomes are equally likely; each integer is generated independently of any previous integer. Let Σdenote the sum of two consecutively generated integers; that is, Σ=N1 N2. Given that Σis odd, what is the conditional probability that Σis 7 ? Given that Σ>10, what is the conditional probability that at least one of the integers is >7 ? Given that N1>8, what is the conditional probability that Σwill be odd? | Numerade

SOLVED: A random number generator generates integers from 1 to 9 (inclusive): All outcomes are equally likely; each integer is generated independently of any previous integer: Let € denote the sum of two consecutively generated integers; that is,€ = N Nz: Given that € is odd, what is the conditional probability that Z is 7? Given that 2 > 10,what is the conditional probability that at least one of the integers is > 7? Given that Ni > 8, what is the conditional probability that E will be odd?

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