Question

A roulette wheel has 38 slots numbered 1-36 and 0 and 00. Suppose you bet $1 on 4 numbers (1,2,3,4). If the ball lands on one of your 4 numbers you win $8, otherwise you lose $1. Suppose you play this game 80 times. This corresponds to drawing how many tickets at random?

Answer 1

Answer:

This corresponds to drawing 80 tickets at random.

Step-by-step explanation:

Since a roulette wheel has 38 slots numbered 1 - 36 and 0 and 00, and you play this game 80 times, it implies that you will need 80 tickets.  Each play requires a ticket from which you will choose your four numbers.  This is a game of chance, and like all games of chance, the outcome cannot be ascertained until after the play.

Answer 2

At random, this corresponds to drawing 80 tickets.

Probability

According to the question,

Number of slots in wheel = 38

Number of times game played = 80

Win = $8

Lose = $1

Even though a roulette wheel includes 38 slots designated 1 - 36 along with 0 as well as 00, if users start playing 80 times, they will require 80 tickets or coupons. Also, every game necessitates the purchase of a ticket from which you will select your four digits.  

This represents a matter of chance, as well as the conclusion, like all situations of opportunity, cannot be known until well after the tournament has been completed.

Thus the response above is correct.

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