7.50. A fair die is successively rolled. Let X and Y denote, respectively, the number of rolls necessary to obtain a 6 and a 5. Find a. E[X]; b. E[X|Y = 1]; c. E[X|Y = 5].
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A fair die is successively rolled. Let X and Y denote, respectively, the number of rolls necessary to obtain a 6 and a 5. Find E[X] and E[X|Y = 1].
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A fair die is successively rolled. Let $X$ and $Y$ denote, respectively, the number of rolls necessary to obtain a 6 and a 5. Find (a) $E[X]$ (b) $E[X \mid Y=1]$; (c) $E[X \mid Y=5]$.
Properties Of Expectation
Problems
An unbiased die is successively rolled. Let $X$ and $Y$ denote, respectively, the number of rolls necessary to obtain a six and a five. Find (a) $E[X]$, (b) $E[X \mid Y=1]$, (c) $E[X \mid Y=5]$.
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