Question

You want to buy a lottery ticket and you have two lotteries to choose from. Assume...

You want to buy a lottery ticket and you have two lotteries to choose from. Assume that all lottery tickets cost $1. Which one is best? Why?

Lottery 1:

Mean amount won: $800,000

Median amount won: $0.01

Mode amount won: $0

Lottery 2:

Mean amount won: $800

Median amount won: $50

Mode amount won: $50

Homework Answers

Answer #1

I would choose Lottery 2 since the median and mode are both 50$ which is much larger than that of Lottery 1.

Also, Mode the is maximum occurring element and median is the middle value.

For Lottery 1 these values are 0 and 0.01 indicating that the mean value is high only due to the maximum payout and only 1 person would be getting that payout. Since there is very less chance of me winning the lottery 1, hence I would choose lottery 2 which has better prospects of winning some higher value than 0 and 0.01$

Know the answer?
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
Similar Questions
You buy a lottery ticket. It costs $10. The table shows the possible outcomes. Result          ...
You buy a lottery ticket. It costs $10. The table shows the possible outcomes. Result           Amount Won Probability Grand Prize         $100      0.025 Pretty Good Prize    $50 0.100 Okay Prize         $10 0.250 Sucker Prize             $1     0.300 No Prize               $0     0.325 1. Compute the expected value for this game. Don’t forget that a ticket costs $10.
1) Choose a lottery that has published odds. Make sure to post the odds in both...
1) Choose a lottery that has published odds. Make sure to post the odds in both "1 in X" format and in "p = 0.XXX" decimal format. For example, Flip a Coin has a 1 in 2 chance of being heads, p(heads) = 0.50 2) Explain why P(A and B) = 0, where P(A) = lottery number #1 is a winning jackpot ticket and P(B) = lottery number #2 is a winning jackpot ticket.   3) If there was a really...
You’ve been given a lottery ticket with five mutually exclusive outcomes. You could, with probability 1/20,000,...
You’ve been given a lottery ticket with five mutually exclusive outcomes. You could, with probability 1/20,000, win a grand prize valued at $8,000. You could also, with probability 1/20,000, win a major prize valued at $4,000. A minor prize valued at $150 can be won with probability 1/5,000; and a very minor prize of value of $3 can be won with probability 1/150. Finally, you could win nothing (valued at $0). Find the mean and standard deviation of the value...
The chances of winning the Powerball lottery jackpot with a single ticket is 1 in 292,201,228....
The chances of winning the Powerball lottery jackpot with a single ticket is 1 in 292,201,228. For the purposes of this problem, assume it is 1 in 300,000,000. During February and March, 210,073,226 Powerball tickets were sold. For the purposes of this problem, assume 200,000,000 were sold. (a) Assuming the tickets win or lose independently of one another, give the exact probability that there was no jackpot winner during those two months. (b) Using a basic scientific calculator, give an...
Suppose you have a winning lottery ticket and you are given the option of accepting $3,000,000...
Suppose you have a winning lottery ticket and you are given the option of accepting $3,000,000 now OR $261,553.70 each year for the next 20 years. The sponsor of the prize uses a 6% discount rate. Using the time value of money concepts learned this semester, which payment option would you choose and why? show all work
The local lottery is found by randomly selecting 6 ping pong balls from a container in...
The local lottery is found by randomly selecting 6 ping pong balls from a container in order without replacement. There are 30 ping-pong balls in the container numbered 0 through 29. 1.) What is the probability you hold the winning ticket? 2.) How many tickets should you buy to give yourself a 1% chance of winning the lottery? A 10% chance? A 25% chance? A 50% chance? 3.) What is the probability all 6 numbers are even? At least one...
Suppose Feng have $50 and you would like to purchase some lottery tickets. Assume that he...
Suppose Feng have $50 and you would like to purchase some lottery tickets. Assume that he can win with 40% probability, and if he win, he can earn 100% of his investment (i.e., double the investment). On the other hand, if he lose, he loses 100% of his investment. Further assume that his utility function is given by u(w) = -w2 + 100w. Answer each of the following. (a) Is Feng risk-averse, risk-neutral, or risk-loving? How do you know? (b)...
14. Choose the best answer You want to buy a car whose cost is $ 30,000,...
14. Choose the best answer You want to buy a car whose cost is $ 30,000, plan an early payment of 5,000. Assume you are granted a 6% loan, payable in five years, calculate the monthly payment and total interest paid. Possible Answers: 1. The monthly payment would be $ 783.32 and interest would be paid $ 8,999.70 2. The monthly payment would be $ 683.32 and interest would be paid $ 4,999.70 3.The monthly payment would be $ 583.32...
15. Choose the best answer You want to buy a car whose cost is $ 30,000,...
15. Choose the best answer You want to buy a car whose cost is $ 30,000, plan an early payment of 5,000. Assume you are granted a 6% loan, payable in six years, calculate the monthly payment and total interest paid. Possible Answers: 1. The payment would be $ 414. 32 and interest would be paid for $ 4,831.20 2. The payment would be $ 714.32 and interest would be paid for $ 7,831.20 3.The payment would be $ 514.32...
Congratulations!!!!!! You just won a lottery. It will pay you $1,000,000 ten years from today. You...
Congratulations!!!!!! You just won a lottery. It will pay you $1,000,000 ten years from today. You were watching TV late last night and heard an ad for one of those companies willing to buy your lottery prize in ten years for an immediate single cash payment: a. What is the least you would sell the claim for if you can earn 6% on an investment of comparable risk? b. If 6 percent is the appropriate interest rate and the settlement...