In a particular state's lottery, you pick 4 different numbers (white balls) between 1 and 35, and a another ball (red ball) between 1 and 35 for each $1 play. Once a ball is picked, it does NOT go back in the bin and the order does NOT matter. You MUST show your work for this question (Excel is OK). a) What is the probability of winning the big jackpot by picking all the numbers ? b) What is the probability of winning by picking all 4 white balls but not the red one? c) What is the probability of winning by picking 2 white balls and red ball?

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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In a particular state's lottery, you pick 4 different numbers (white balls) between 1 and 35, and a
another ball (red ball) between 1 and 35 for each $1 play. Once a ball is picked, it does NOT go
back in the bin and the order does NOT matter. You MUST show your work for this question
(Excel is OK).
a) What is the probability of winning the big jackpot by picking all the numbers ?
b) What is the probability of winning by picking all 4 white balls but not the red one?
c) What is the probability of winning by picking 2 white balls and red ball?
d) What is the probability of only picking the red ball ?
e) How much is the expected return of winning the $50 prize in part c)?
Transcribed Image Text:In a particular state's lottery, you pick 4 different numbers (white balls) between 1 and 35, and a another ball (red ball) between 1 and 35 for each $1 play. Once a ball is picked, it does NOT go back in the bin and the order does NOT matter. You MUST show your work for this question (Excel is OK). a) What is the probability of winning the big jackpot by picking all the numbers ? b) What is the probability of winning by picking all 4 white balls but not the red one? c) What is the probability of winning by picking 2 white balls and red ball? d) What is the probability of only picking the red ball ? e) How much is the expected return of winning the $50 prize in part c)?
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