Question

Bob is gambling in the casino. The probability that he will win nothing is 0.2. The...

Bob is gambling in the casino. The probability that he will win nothing is 0.2. The probability that he will

     win $10 is 0.3. The probability that he will win $20 is 0.5. What is the mean amount Bob will win?

0 0
Add a comment Improve this question Transcribed image text
Answer #1

from above probability distribution of Bob net gain:

P(X=0)=0.2

P(X=10)=0.3

P(X=20) =0.5

mean amount Bob will win E(x) =xP(x) =0*0.2+10*0.3+20*0.5 =13

Add a comment
Know the answer?
Add Answer to:
Bob is gambling in the casino. The probability that he will win nothing is 0.2. The...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • 1    Gary Gambler smashed a slot machine while he was gambling at the Big Win Casino....

    1    Gary Gambler smashed a slot machine while he was gambling at the Big Win Casino. He was banned from the premises. Despite the ban, he later entered the casino and won the jackpot on the slot machine. The casino refused to pay. He filed a suit for breach of contract arguing that he and the casino had a contract because he had accepted its offer to gamble.   Discuss using the principles of contract law.   ​(THIS IS A LAW QUESTION)

  • 4 PROBLEM FOUR Suppose XXX is gambling in a Casino with 3 dollars in his pocket,...

    4 PROBLEM FOUR Suppose XXX is gambling in a Casino with 3 dollars in his pocket, the gambling rule is as follows: 1. Each round XXX has probability P to win 3 dollars 2. Each round XXX has probability 1-P to lose 2 dollars 3. If XXX's money becomes less or equal to 0, XXX will leave casino sadly 4. If XXX's money becomes more or equal to 7, XXX will leave casino happily Based on the information, build the...

  • Consider a random student, the probability that he takes English is 0.2, the probability that he...

    Consider a random student, the probability that he takes English is 0.2, the probability that he takes Spanish is 0.3. Therefore the probability that he takes either English and Spanish is: -greater than, less than or equal to 0.5 -less than or equal to 0.5 -greater than or equal to 0.5 -equal to 0.5

  • A man walks into a casino and begins to gamble. He plans to play 300 rounds....

    A man walks into a casino and begins to gamble. He plans to play 300 rounds. The probability that he will win 1 dollar for the round is 0.493 and the probability he loses one dollar in the round is 0.507. After 300 games what is the probability the casino will be behind more than 10 dollars?

  • 3. A casino game offers a $5 prize if you win, with probability of 0.4 and...

    3. A casino game offers a $5 prize if you win, with probability of 0.4 and costs $x to play. (Sx is refundable if you win). Calculate x correct to the nearest cent if the casino wishes to earn an expected return of $0.50 per game. (2 marks)

  • You go to a casino with 200 slot machines, and in 100 of them players win...

    You go to a casino with 200 slot machines, and in 100 of them players win 20% of the time, while in the other 100 of them players win 40% of the time.Suppose you choose one slot machine at random and play 10 times, winning exactly 4 of them. What is the probability that you were playing in a machine where players win 40% of the time?

  • #3. Suppose an individual plays a gambling game where it is possible to lose $1.00, break...

    #3. Suppose an individual plays a gambling game where it is possible to lose $1.00, break even, win $3.00, or win S10.00 each time she plays. The following table provides the probability distribution for each outcome: Outcome-$1.00 S0.00 S3.00 $10.00 Probability 0.30 0.40 0.20 0.10 a) Find the mean and the variance of the outcome for this game. b) Suppose the casino decides to adjust the payout levels by subtracting S1.00 from each prize Find the mean and the variance...

  • Suppose Chris is offered the following gamble: with probability 0.1 he will win $90, with probability...

    Suppose Chris is offered the following gamble: with probability 0.1 he will win $90, with probability 0.4 he will win $50, and with probability 0.5 he will lose $60. Chris will: Multiple Choice A.  accept this gamble if he is risk-averse, but not if he is risk-neutral. B. accept this gamble if he is risk neutral, but not if he is risk-averse. C. accept this gamble if he is either risk neutral or risk-averse. D. not accept this gamble if he...

  • You go to the casino and play roulette. You decide to place bets that the ball...

    You go to the casino and play roulette. You decide to place bets that the ball will land on the number 18. On a roulette wheel there are the number 1-36,0 and '00'. Thus the likelihood that you win any one spin is 1 in 38 You decide to play 20 times, thus you are in Binomial Land and the potential results of your gambling will be drawn from a binomial distribution B(20,1/38). What is the probability that you win:

  • (6(4 pts) A player (Joe) goes to a casino and plays a fair game. The player...

    (6(4 pts) A player (Joe) goes to a casino and plays a fair game. The player may wager any amount of money. There is a 0.5 probability of winning. If the player wins, then the player get twice the amount of the bet in winnings. If the player loses, the player gets nothing. Think of betting on a coin toss. If you win you double your money, if you lose you lose your money. This is a "fair" game because...

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT