You decide to play monthly in two different lotteries, and you stop playing as soon as you win a prize in one (or both) lotteries of at least one million dollars. Suppose that every time you participate in these lotteries, the probability to win one million (or more) euros is pl for one of the lotteries and p2 for the other. Let M be the number of times you participate in these lotteries until winning at least one prize. What kind of distribution does M have, and what is its parameter?

You decide to play monthly in two different lotteries, and you stop playing as soon as you win a prize in one (or both) lotteries of at least one million dollars. Suppose that every time you participate in these lotteries, the probability to win one million (or more) euros is pl for one of the lotteries and p2 for the other. Let M be the number of times you participate in these lotteries until winning at least one prize. What kind of distribution does M have, and what is its parameter?

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

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please show step by step explanations. Thank you.

You decide to play monthly in two different lotteries, and you stop playing as
soon as you win a prize in one (or both) lotteries of at least one million dollars.
Suppose that every time you participate in these lotteries, the probability to win
one million (or more) euros is pl for one of the lotteries and p2 for the other. Let
M be the number of times you participate in these lotteries until winning at least
one prize. What kind of distribution does M have, and what is its parameter?

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