### Solution Found! # Ohio Pick 4 In Ohio’s Pick 4 game, you pay $1 to select a Chapter 5, Problem 2 (choose chapter or problem) Get Unlimited Answers! Check out our subscriptions QUESTION: Ohio Pick 4 In Ohio's Pick 4 game, you pay$1 to select a sequence of four digits, such as 7709 . If you buy only one ticket and win, your prize is $5000 and your net gain is$4999.

a. If you buy one ticket, what is the probability of winning?

b. Construct a table describing the probability distribution corresponding to the purchase of one Pick 4 ticket.

c. If you play this game once every day, find the mean number of wins in years with exactly 365 days.

d. If you play this game once every day, find the probability of winning exactly once in 365 days.

e. Find the expected value for the purchase of one ticket. Want To Learn More? To watch the entire video and ALL of the videos in the series:

QUESTION:

Ohio Pick 4 In Ohio's Pick 4 game, you pay $1 to select a sequence of four digits, such as 7709 . If you buy only one ticket and win, your prize is$5000 and your net gain is $4999. a. If you buy one ticket, what is the probability of winning? b. Construct a table describing the probability distribution corresponding to the purchase of one Pick 4 ticket. c. If you play this game once every day, find the mean number of wins in years with exactly 365 days. d. If you play this game once every day, find the probability of winning exactly once in 365 days. e. Find the expected value for the purchase of one ticket. ANSWER: Step 1 of 5 Given Ohio Pick 4 In Ohio’s Pick 4 game, you pay$1 to select a sequence of four digits, such as 7709. If you buy only one ticket and win, your prize is $5000 and your net gain is$4999.

a)

If you buy one ticket, the probability of winning is.

Let we are altered to pick a 0 for the first digit.

Number of four digit sequence $$10 \times 10 \times 10 \times 10 \text { or } 10^{4}$$

So, Number of four digit = 10,000

Now if we buy one ticket $$=\frac{1}{10000}$$

= 0.0001

Therefore the probability of winning is 0.0001