winning the jackpot in a particular lottery requires that you This Question: 1 p
ID: 3047745 • Letter: W
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winning the jackpot in a particular lottery requires that you This Question: 1 pt 40112(9complete) Courses urse Home mework E Question Help numbers from 1 through 38 and getting the same four numbers (in any order) that are later drawn In a lottery game, the jackpot is won by selecting four different whole In the Pick 3 game, you win a straight bet by selecting three digits (with repetition alowed), each one from 0 they are laber drawn. The Pick 3 game retuns $500 for a winning $1 tickot Complete parts (a) through (c) below zzes & Tests dy Plan debook tCrunch pter Contents ls for Success timedia Library rchase Options arson Tutor a. In a lottery game, drawn What is the probability of winning a jackpot in this game? the jackpot is won by selecting four diflerent whole numbers from 1 through 38 and gotting the same four numbers (in any order) that are later P(winning a jackpot in this game) (Type an integer or a simplified fraction) b. In the Pick 3 game, you win a straight bet by selecting three digits (with repetition allowed), each one from 0 to 9, and getting the same three digits in the exact order they are later drawn. What is the probability of winning this game? P(winning the Pick 3 game)- (Type an integer or a sinplified fraction ) c. The Pick 3 game returns $500 for a winning $1 ticket What should be the return if the lottery organization were to run this game for no pro? (Type a whole number) vices urse Tools Enter your answer in each of the answer boxes 03/18/18 Quiz 18 Sections 53-54 (Unit 3) 0 of 4 40min ·1Explanation / Answer
A) P(winning a jackpot in lottery game) = 1/Number of ways in which 4 numbers can be selected
= 1/28C4
= 1/73815
B) P(winning the pick 3 game) = 1/Number of possible outcomes
= 1/(10x10x10)
= 1/1000
C) Total amount earned by the organization = returns, for no profit
Let returns be R
Rx1/1000 = 1
R = $1000
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