Question

Probability question: The number of ways to distribute 11 identical balls into 4 distinct boxes such...

Probability question:

The number of ways to distribute 11 identical balls into 4 distinct boxes such that Box 1 has at most 3 balls and Box 2 has at most 2 balls is?

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
We are given n distinct balls and m distinct boxes. m and n are non-negative integers....
We are given n distinct balls and m distinct boxes. m and n are non-negative integers. Every ball must be placed into a box, but not every box must have a ball in it. Each box can hold any number of balls. Let's also assume that the order in which we put the balls into the boxes does matter. (Ex: assume we have 2 balls, a and b, and 3 boxes, 1 2 and 3. two distinct distributions would be...
Suppose 5 distinct balls are distributed into 3 distinct boxes such that each of the 5...
Suppose 5 distinct balls are distributed into 3 distinct boxes such that each of the 5 balls can get into any of the 3 boxes. 1) What is the Probability that box 1 has exactly two balls and the remaining balls are in the other two boxes. 2) What is the probability that there is exactly one empty box?
In how many ways can you distribute 10 different balls into 4 different boxes, so there's...
In how many ways can you distribute 10 different balls into 4 different boxes, so there's no box with exactly 3 balls?
What is the number ways to put n distinct balls into n+1 boxes, n of which...
What is the number ways to put n distinct balls into n+1 boxes, n of which are identical and the other of which is different (say it is larger than the rest)?
Find the number of ways to distribute 15 balls of different colors, 20 different books and...
Find the number of ways to distribute 15 balls of different colors, 20 different books and 7 bananas in five identical boxes such that in each box there are at least one ball, one book and one banana.
Suppose that we distribute 4 identical balls into 11 buckets labeled 1 through 11. Distributions will...
Suppose that we distribute 4 identical balls into 11 buckets labeled 1 through 11. Distributions will be considered different only if there are a different number of balls in a bucket, not if we used different balls (since they are identical). How many distributions are possible?
Suppose that we distribute 4 identical balls into 11 buckets labeled 1 through 11. Distributions will...
Suppose that we distribute 4 identical balls into 11 buckets labeled 1 through 11. Distributions will be considered different only if there are a different number of balls in a bucket, not if we used different balls (since they are identical). How many distributions are possible?
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...
Ten distinct balls are distributed among ten distinct boxes 1.find the probability that only one of...
Ten distinct balls are distributed among ten distinct boxes 1.find the probability that only one of these ten boxes is empty. 2.how would your answer change if the balls were indistinct while the boxes are distinct
STAT Question : We have 3 distinct balls (indexed Ball 1, Ball 2, Ball 3) and...
STAT Question : We have 3 distinct balls (indexed Ball 1, Ball 2, Ball 3) and 3 distinct boxes (indexed Box 1, Box 2, and Box 3). Now randomly assign each ball (independently of other balls) into one of the boxes. Fully simplify your final answer to each question into a fraction or decimal. Calculate the probability that no box is empty. Calculate the probability that ONLY Box 1 is empty. NEED HELP !! THANKS