Question

2. a. Find a generating function for ar the number of difffferent arrangements of r books...

2. a. Find a generating function for ar the number of difffferent arrangements of

r books into four difffferent boxes with at least one book in the fifirst box.

b. Use part a to fifind the number of arrangement for 5 books with the above

condition.

Homework Answers

Answer #1

thank you

please upvote

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
This is a Combinatorics question. Find a generating function for ar, the number of ways: (A)...
This is a Combinatorics question. Find a generating function for ar, the number of ways: (A) To distribute r identical objects into seven distinct boxes with an odd number of objects not exceeding nine in the first three boxes and between four and ten in the other boxes.
Find an ordinary or exponential generating function for ar. ar, the number of r digit quaternary...
Find an ordinary or exponential generating function for ar. ar, the number of r digit quaternary sequences (whose digits are 0,1,2, and 3) with an even number of 0s and an odd number of 1s.
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.
Use exponential generating functions to find the number of r-digit ternary sequences with at least one...
Use exponential generating functions to find the number of r-digit ternary sequences with at least one 0 and at least one 2.
Discrete Math question (generating functions) Use the generating function method to find how many ways 10...
Discrete Math question (generating functions) Use the generating function method to find how many ways 10 identical Green Tree Pythons can be distributed within four numbered cages, where the first two of their new homes require an even (but non-zero) number of snakes, the third cage must have an odd number, and with the last cage holding at least three reptiles?
Poisson Distribution: p(x, λ)  =   λx  exp(-λ) /x!  ,  x = 0, 1, 2, ….. Find the moment generating function Mx(t)...
Poisson Distribution: p(x, λ)  =   λx  exp(-λ) /x!  ,  x = 0, 1, 2, ….. Find the moment generating function Mx(t) Find E(X) using the moment generating function 2. If X1 , X2 , X3  are independent and have means 4, 9, and 3, and variencesn3, 7, and 5. Given that Y = 2X1  -  3X2  + 4X3. find the mean of Y variance of  Y. 3. A safety engineer claims that 2 in 12 automobile accidents are due to driver fatigue. Using the formula for Binomial Distribution find the...
Use the moment generating function Mx(t) to find the mean u and variance o^2. Do not...
Use the moment generating function Mx(t) to find the mean u and variance o^2. Do not find the infinite series. Mx(t) = e^[5*((e^t)-1)]
10. Show that (1-x-x^2-x^3-x^4-x^5-x^6)^-1 is the generating function for the number of ways a sum of...
10. Show that (1-x-x^2-x^3-x^4-x^5-x^6)^-1 is the generating function for the number of ways a sum of r can occur if a die is rolled any number of times
Find the moment generating function of each of the following random variables. Then, use it to...
Find the moment generating function of each of the following random variables. Then, use it to find the mean and variance of the random variable 1. Y, a discrete random variable with P(X = n) = (1-p)p^n, n >= 0, 0 < p < 1. 2. Z, a discrete random variable with P(Z = -1) = 1/5, P(Z = 0) = 2/5 and P(Z = 2) = 2/5.
Random number generator 1: Search for algorithms generating pseudo-random numbers. Select one of them for generating...
Random number generator 1: Search for algorithms generating pseudo-random numbers. Select one of them for generating a pseudo-random sequence. Original sample can be generated in any form: binary, decimal, etc. But submitted sample must be in the form of uniform random numbers on [0,1][0,1]. The sample should not be generated by any function, like runif(), sample(), etc. Instead it must be some algorithm that you code yourselves. For example, mid-square algorithm, Fibonacci-based algorithm, etc. Random number generator 2: Find some...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT