Question

6. You have 7 identical Probability books, 5 identical chocolate bars, and 2 identical Minivans to...

6. You have 7 identical Probability books, 5 identical chocolate bars, and 2 identical Minivans to distribute to your friends Eric, Anna, and Katie. In how many ways can you distribute the gifts among your friends?

Math   Statistics-And-Probability   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Assume it is Christmas, and you have X identical gifts to distribute to Y amount people....
Assume it is Christmas, and you have X identical gifts to distribute to Y amount people. (a) How many ways can you split up the X gifts among the Y people? (b) How many ways can you split up the X gifts among the Y people if you must give each one at lease 3 pieces of gift? Please answer correctly. Thanks
In how many ways can 12 identical chocolate bars be distributed between three teenagers: John, Lisa...
In how many ways can 12 identical chocolate bars be distributed between three teenagers: John, Lisa and Dana if a) There are no restrictions on the number of bars each person gets? b) If John should get an odd number of bars and Lisa and Dana should get at least two bars each? c) If John should get an odd number of bars, Lisa an even number of bars and Dana should get at least four bars ?
1. I have a pile of n identical ping-pong balls and two boxes, labelled Box 1...
1. I have a pile of n identical ping-pong balls and two boxes, labelled Box 1 and Box 2. How many different ways are there to distribute the n balls into the two boxes? Explain why your answer is correct. 2. How many ways are there to distribute n ping-pong balls among k boxes? 3. I have n books with n different titles. I want to put them on shelves in my library. How many different ways are there to...
Principles of Counting: You have a ten volume set of books. a) How many different ways...
Principles of Counting: You have a ten volume set of books. a) How many different ways can the books be arranged? b) How many of these arrangements have Volume 2 somewhere to the right of Volume 1 and Volume 3 somewhere to the right of Volume 2. c) You move the books to a shelf that only holds 7 of your books. How many ways are there to arrange the seven books on this shelf? Further, how many of those...
How many ways can you distribute 15 identical marble into 6 distinguishable urns so that the...
How many ways can you distribute 15 identical marble into 6 distinguishable urns so that the sum total of marbles in the first three urns equals 5?
Suppose 6 of your friends have asked to go to the latest sci-fi movie with you....
Suppose 6 of your friends have asked to go to the latest sci-fi movie with you. You have studied your calendar and decided to see it on three particular occasions before it leaves town. If you plan to invite each of your 6 friends to join you once, how many ways can you do so? Suppose you want to have 2 friends with you each time you see it, how many ways can you do this?
A collector has 16 bottles. 5 identical blue bottles, 5 identical green bottles and 6 identical...
A collector has 16 bottles. 5 identical blue bottles, 5 identical green bottles and 6 identical purple bottles. a. How many different ways can he present by putting the 16 bottles in a line? b. What if he wants to put 5 of the bottles into a bag. How many different(not ordered) bags are possible?
You have $1000 in ten $100 bills to distribute among four different charities. (a) How many...
You have $1000 in ten $100 bills to distribute among four different charities. (a) How many different ways can you distribute the $100 bills (with no restrictions)? (b) How many different ways can you distribute the $100 bills if each charity must get at least some money?
Solve the following using inclusion exclusion: Elizabeth is hosting a party inviting 7 friends. She bought...
Solve the following using inclusion exclusion: Elizabeth is hosting a party inviting 7 friends. She bought gifts as the following: 8 teddy bears, 8 books, 5 watches. If she wants to give 16 gifts in total, where each person gets two gifts), with at least 2 teddy bears and 1 book. How many possible ways are there to choose from what she bought? Note: Don't distinguish between who gets what, just consider the 16 gifts.
You have 6 Math books, 4 History books, and 3 Science books. If the books are...
You have 6 Math books, 4 History books, and 3 Science books. If the books are placed on a book shelf, what is the probability that each category is kept together? Round your answer to 6 decimal places as needed.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT