Question

Five couples brought 10 chairs to seat on and listen to the concert. Of how many...

Five couples brought 10 chairs to seat on and listen to the concert. Of how many different ways can they sit.

A) Without any restriction.

B) If each husband sits next to his wife.

C) If all men sit to the right of all women.

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
In how many ways can 8 people sit down in a row of 8 chairs? a)...
In how many ways can 8 people sit down in a row of 8 chairs? a) without any restriction b) two specific people will not sit next to each other. c) the probability that those 2 persons end up next to each other.
Four married couples have reserved eight seats in a row at the theater, starting at an...
Four married couples have reserved eight seats in a row at the theater, starting at an aisle seat. In how many ways can they arrange themselves if all women sit together and all men sit together?
How many: ways can an exam consisting of 10 true and false questions be answered? ways...
How many: ways can an exam consisting of 10 true and false questions be answered? ways can an exam consisting of 5 true and false questions followed by 2 multiple choice questions with four choices each be answered? 4-digit numbers are there? New York license plates can be made that consist of 3 letters followed by 4 numbers? New York license plates can be made that consist of 3 letters followed by 4 numbers given the restriction that if the...
Circular Permutations and Permutations with Similar Elements 1) In how many ways can three people be...
Circular Permutations and Permutations with Similar Elements 1) In how many ways can three people be made to sit at a round table? 2) In how many ways can three couples be seated at a round table, so that men and women sit alternately? 3) In how many ways can five keys be put on a key ring? 4) Find the number of different permutations of the letters of the word MATHEMATICS. 5) How many different ways can three pennies,...
JCL Computers has five vacancies in its executive trainee program. In how many ways can the...
JCL Computers has five vacancies in its executive trainee program. In how many ways can the company select five trainees from a group of twelve female and twelve male applicants if the vacancies (a) Can be filled by any combination of men and women? ways? (b) Must be filled by two men and three women? ways?
A department is composed of 10 men and 15 women. How many different ways can a...
A department is composed of 10 men and 15 women. How many different ways can a committee be created? e with 6 members if: (i) the committee do you have the same number of men as women? (Count how to choose the women, then how to choose men and use the Product Rule) (ii) Do you have more women than men? (There are three cases, calculate them and use the Sum Rule) (iii) Explain why the tasks of creating a...
ind the number of ways of selecting 12 balls from 6 red bal COMBINATION Solve each...
ind the number of ways of selecting 12 balls from 6 red bal COMBINATION Solve each of the following problems. (Show your work.) Find the number of ways of selecting 12 balls from 6 red balls, 5 white balls and 5 blue balls if each selection consists of 4 balls of each color. Among the seven nominees for two vacancies on the city council are four men and six            women. In how many ways may these vacancies be filled...
Evaluate C(11,4). C(11,4) equals = Six cards are marked with the numbers 1, 2, 3, 4,...
Evaluate C(11,4). C(11,4) equals = Six cards are marked with the numbers 1, 2, 3, 4, 5, and 6 , then shuffled, and three cards are drawn. a. How many different three -card combinations are possible? b. How many three -card hands contain a number less than three? Use a tree diagram for the following. a. Find the number of ways 2 letters can be chosen from the set {U, V, W, X} if order is important and repetition is...
1. Use a tree diagram to show, or list, all possible outcomes when you toss a...
1. Use a tree diagram to show, or list, all possible outcomes when you toss a coin 3 times. 2. Licence plates consist of either 3 letters and 3 numbers or 4 letters and 3 numbers. How many different licence plates can be issued? 3a)      In how many ways can a committee of three be selected from 12 students? b) In how many ways can a president, secretary, and treasurer be chosen from 12 students? 4. How many ways...
QUESTION 1 You flip a coin and roll a 10 sided die. How many elements are...
QUESTION 1 You flip a coin and roll a 10 sided die. How many elements are in the sample space?   QUESTION 2 You flip a coin and roll a 10 sided die. What is the probability getting a tail and rolling a 5? QUESTION 3 How many ways can you select 2 items from 20 if order does not matter? QUESTION 4 How many ways can you select 2 items from 20 if order matters? QUESTION 5 Suppose that we...