Question

Bernie the Gambler reviews the number of bets he has won in his lifetime of gambling....

Bernie the Gambler reviews the number of bets he has won in his lifetime of gambling. Since he has made so many bets, he selects a random sample of 100 games and records the number of wins he has made. He sees that he has made 54 wins out of the 100 in his sample.

(a)

Calculate the point estimate for Bernie's sample.

(b)

Compute the margin of error for Bernie's winning bets given a confidence level of 99%. (Use a table or technology. Round your answer to three decimal places.)

c)

Suppose a randomly selected sample of n = 66 men has a mean win of x = 25.9, and the standard deviation of the sample is 4 wins. Calculate an approximate 95% confidence interval for the mean wins of the men . (Round the answers to one decimal place.)
__ to __  

Homework Answers

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
A gambler who has initial capital $20 playing roulette makes a series of one dollar bets....
A gambler who has initial capital $20 playing roulette makes a series of one dollar bets. He has a probability 3/5 of winning and 2/5 of losing each bet. The gambler decides to quit playing as soon as his fortune reaches $35 or reaches $7. Find the probability that when he quits playing he will have won $25
Please answer part d !!! 7.A gambler plays roulette 100 times, betting a dollar on the...
Please answer part d !!! 7.A gambler plays roulette 100 times, betting a dollar on the numbers 1-12 each time. This particular bet pays 2 to 1 (you win $2 if the outcome is a number between 1 and 12 and lose $1 if not), and the chance of winning is 12/38 = 6/19. (You don’t need to know anything more about roulette than is given in this problem to solve it.) Fill in the blanks.(a) In 100 plays, the...
5. A professional basketball team, has won 12 of its last 20 games and it is...
5. A professional basketball team, has won 12 of its last 20 games and it is expected to continue winning at the same percentage rate. The team’s ticket manager is anxious to attract a large crowd (filling the team’s basketball arena) to next week’s game but believes that depends on how well the team performs tonight against its rival. Based on her past experience, she assese the probability of drawing a full-arena crowd to be 90 percent should the team...
A local judge of 10 years feels that his case load is getting extreme. He takes...
A local judge of 10 years feels that his case load is getting extreme. He takes a random sample of 31 days over the past 5 years and finds that he on average sees 11 cases per day with a standard deviation of 3. We want to create a 95% confidence interval for the true mean number of cases the local judge sees per day. True or False: The conditions for this problem are met since he has been a...
1. Indicate if each of the following is true or false. If false, provide a counterexample....
1. Indicate if each of the following is true or false. If false, provide a counterexample. (a) The mean of a sample is always the same as the median of it. (b) The mean of a population is the same as that of a sample. (c) If a value appears more than half in a sample, then the mode is equal to the value. 2. (Union and intersection of sets) Let Ω = {1,2,...,6}. Suppose each element is equally likely,...
Geoff is the proud owner of a restaurant. He is interested in determining whether his Wagyu...
Geoff is the proud owner of a restaurant. He is interested in determining whether his Wagyu beef or Hiramasa kingfish sashimi should be marketed as the Geoff Special. Geoff has selected a random sample of 20 people to taste his Wagyu beef and give it a score out of 100. He also selected a different random sample of 20 people to taste his Hiramasa kingfish sashimi and give it a score out of 100. The sample mean score given to...
1. Brian wins $280 by betting $8 on a single number on a roulette table at...
1. Brian wins $280 by betting $8 on a single number on a roulette table at a Las Vegas casino. The payout on a winning bet, W, varies directly as the amount of the bet, B. a. Write W as a function of B. b. Amy bet $20 on the same number as Brian. How much did she win? c. Anne won $455 by betting on the same number. How much did she bet? 2. Cyrus bought 200 shares of...
1 of 2 Geoff is the proud owner of a restaurant. He is interested in determining...
1 of 2 Geoff is the proud owner of a restaurant. He is interested in determining whether his Wagyu beef or Hiramasa kingfish sashimi should be marketed as the Geoff Special. Geoff has selected a random sample of 20 people to taste his Wagyu beef and give it a score out of 100. He also selected a different random sample of 20 people to taste his Hiramasa kingfish sashimi and give it a score out of 100. The sample mean...
A researcher believes that men have been getting taller in the last 75 years. He knows...
A researcher believes that men have been getting taller in the last 75 years. He knows that 75 years ago the mean height of men was 62 inches with a standard deviation of 18 inches. The researcher randomly selects 80 men and measures their heights. He find that their mean height is 69 inches with a standard deviation of 16. What would the appropriate test be to test if men are getting higher and what is the obtained value? single-sample...
1. The CDC is using a rapid diagnostic test to measure the incidence of cholera in...
1. The CDC is using a rapid diagnostic test to measure the incidence of cholera in the Florida. It was determined that the probability of a + test given cholera was 95% while the probability of a - test given no cholera was 80%. It is estimated that 6% of the Floridian population may have cholera. a. Draw and label a tree diagram. Use N=10,000 for the population. Please draw and label completely this diagram with the Disease Status in...