A car rental agency has 13 midsized and 12 compact cars on its lot, from which 6 will be selected. Assuming that each car is equally likely to be selected and the cars are selected at random, determine the probability that the cars selected consist of all midsized cars.
A car rental agency has 13 midsized and 12 compact cars on its lot, from which...
A car rental agency has 14 midsized and 11 compact cars on its lot, from which 6 will be selected. Assuming that each car is equally likely to be selected and the cars are selected at random, determine the probability that the cars selected consist of all midsized cars.
11.9.27 Assigned Media Question Help A car rental agency has 14 midsized and 16 compact cars on its lot, from which 6 will be selected. Assuming that each car is equally likely to be selected and the cars are selected at random, determine the probability that the cars selected consist of all midsized cars. What is the probability that the cars selected consist of all midsized cars? (Type an integer or decimal rounded to four decimal places as needed.) P...
2. A car rental agency has 8 compact cars and S mid-size cars. If four of the cars are selected at random and without replacement, what is the probability of getting a) two cars of each type b) at least three mid-size cars
At a car rental agency .50 of the cars are returned on time a sample of 13 car rentals is studied what is the probability that more than 3 of them are returned on time?
Description: The car rental company allows customers to reserve rental cars over the internet, the company also allows customers to rent cars by calling up car rental personnel or by walking up to the rental counter. The rental car company has a number of branches and each car is assigned to a home branch. Cars are always rented from the home branch but may be returned to a different branch. Cars are sometimes shifted from location to location – i.e....
A car rental agency has 24 identical cars. The owner of the agency finds that at a price of $10 per day, all the cars can be rented. However, for each $1 increase in rental, one of the cars is not rented. What should he charge to maximize income? (Note: You must check your second-order condition.)
12. Members of a consulting firm rent cars from two rental agencies: 60 % of the times from agency A and other times from agency B. About 9% of the cars from agency A need an oil change, and 26% of the cars from agency B need and oil change. a. What is the probability that a rental car delivered to the firm need an oil change? b. If a rental car delivered to the firm needs an oil change,...
A local rental car agency has 50 cars. The rental rate for the winter months is 60%. Find the probability that in a given winter month at least 35 cars will be rented. Use the normal distribution to approximate the binomial distribution. Round the standard deviation to three decimal places to work the problem. (I know the answer is .0968. Please include TI-84 steps for normalcdf or inversenorm.)
do all Tool 13. The manager of a used car lot took inventory of automobiles on his lot and constructed the following table based on the age of his car and its make foreign or domestic Age of Carinya) Make 0.2 3.5 6-10 Over 10 Foreign 62 33 1 8 17 130 Domestic 40 28 16 26 110 Total 102 613443 240 (1) A car was randomly selected from the lot, find the probability that it was a foreign car....
12. Maximum Revenue) A car-rental agency can rent 100 cars per day at a rate of $40 per day For each price increase of $1 per day, 2 less cars are rented. What rate should be charged to maximize the revenue of the agency?