There are 5 apples, 6 bananas, and 10 grapefruits in the produce section of a grocery store. The apples look identical. The bananas look identical. The grapefruits look identical. In how many ways can a fruit basket be filled with these fruits. The only constraint is the basket is not allowed to be empty. How does this question change if all the fruits looked different? In how many ways can the basket be filled then?

There are 5 apples, 6 bananas, and 10 grapefruits in the produce section of a grocery store. The apples look identical. The bananas look identical. The grapefruits look identical. In how many ways can a fruit basket be filled with these fruits. The only constraint is the basket is not allowed to be empty. How does this question change if all the fruits looked different? In how many ways can the basket be filled then?

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

See similar textbooks

Similar questions

At the office, the department manager has two different types of advertising projects to work on. Each employee is required to work on each type of project. Project A Project B brochure flier coupon pamphlet commercial radio advertisement online advertisement How many different ways can an employee work on the two projects?
A college student is deciding how many hours to work at a part time job and at an internship. The job pays $24 an hour, and the internship pays $12 an hour. The student does not want to work more than 15 hours a week but need to earn at least $240 a week to pay expenses. Determine a possible number of hours the college student can work at his job and at his internship. Give a possible ordered pair solution for this scenario.
There are two bags of apples. Two people take out the apples from one bag alternatively, at least one apple every time, but no limitation at most. Whoever takes out the LAST apple will win. Who will win and how will he win? Hint: There two answers to this problem. Consider these situations: a. the numbers of the apples in both bags are equal; b. the numbers of the apples are not equal.
A sports collector attends a trading card show. There are two different types of cards on sale: basketball cards for $20 each and baseball cards for $45 each. The collector wants to spend at least $120 but no more than $500 on trading cards. What is one possible combination of basketball and baseball cards the collector can buy and still stay in their budget? O 1 baseball card, 10 basketball cards O 1 baseball card, 1 basketball card O 10 baseball cards, 5 basketball cards 9 baseball cards, 8 basketball cards MacBa DII DD F11 F10 F9 80 888 000 000 F8 F7 F6 F5 F4 F3 F2 %24 7 3 A * 00
A student needs 8 more classes to graduate. If she has met the prerequisites for all the classes, how many possible schedules for next semester could she make if she plans to take 5 classes?
2. MONEY Lars and Peter each have the same amount of money in their wallets. They went to the store together and decided to buy some cookies, splitting the cost equally. After buying the cookies, do they still have the same amount of money in their wallets? What property is relevant to help you decide?
I'm struggling with this type of question. Ex. John has 5 boxes of pencils and have total of 500 pencil Box number 1 and 2 have a total of 260 pencil Box number 2 and 3 have a total of 180 pencil Box number 3 and 4 have a total of 170 pencil Box number 4 and 5 have a total of 200 pencil How many pencils are in each boxes?
In how many ways can we arrange 3 boys and 3 girls in a circular table if: A. 2 boys hate each other and would not want to sit beside each other? B. 3 boys and 3 girls form 3 couples and they are to sit beside each other? C. B1 and B2 should sit opposite to each other D. All boys and girls are together? E. No constraints
Mary, three female friends, and her brother, Peter, attend the theater. In the theater, there is a row o empty seats. For the first half of the show, they decided to sit next to each other in this row. (a) Find the number of ways these five people can be seated in this row. For the second half of the show, they return to the same row of 10 empty seats. The four girls decided to sit at least one seat apart from Peter. The four girls do not have to sit next to each other. (b) Find the number of ways these five people can now be seated in this row.
pont 2. Ms. Liu tells you that on each weekday, visitors return to her website an average of twice, and on weekends, visitors return four times per day. She adds that these two groups of users are different. She wants to know how many unique visitors (e, the number of users who visit the site, regardless of the number of their visits) visit her site on weekdays and weekends. Please note that if a particular visitor comes to the site every day or several times a day, it still counts as only one visit. A 6 of Visits 1 Visits 2 of Days 150 on weekdays, 110 on weekends 200 on weekdays, 140 on weekends O125 on weekdays, 100 on weekends 175 on weekdays, 120 on weekends O 225 on weekdays, 160 on weekends D Unique Visitors NaN
A school has all of the fourth-grades in 4 rooms Room A, B, C, and D. Room B has 5 fewer students than room C Room C has 8 more students than room D. Room D and A have 55 students altogether. If room A has 30 students. how many students does room B have?
Solve the given problem completely. Show your solution. In a dance crew with 32 members, 9 are are part of unit A, 10 are in unit B, and 6 performs solo. 3 members of unit A are also in unit B. Two solo performers are also in unit A:. 2 members of unit B are also solo performers. Only 1 member of the crew is part of all units. If units A and B will merge, how many members will there be in all?