Six people are in a room, 3 men and 3 women, and two individuals are selected....

Six people are in a room, 3 men and 3 women, and two individuals are selected.

What is the probability of both being women, given that one is a woman?

What is the probability of both being women, given that one is a specific woman?

Expert Solution

Here i can use equations in second part also but your understanding i had used sample data

orchestra answered 1 year ago

A group consists of 6 men and 5 women. Four people are selected to attend a...

A group consists of 6 men and 5 women. Four people are selected to attend a conference. a. In how many ways can 4 men be selected from this group of 11? b. In how many ways can 4 men be selected from the 6 men? c. Find the probability that the selected group will consist of all men. Would this be unusual?

A committee of size 3 is to be selected from 6 men and 2 women. (a)...

A committee of size 3 is to be selected from 6 men and 2 women. (a) Find the probability distribution of the number of women selected in the committee, and (b) Find the standard deviation. *

In how many ways can 3 men, 4 women, 5 boys, and 3 girls be selected...

In how many ways can 3 men, 4 women, 5 boys, and 3 girls be selected from 7 men, 9 women, 6 boys and 8 girls if a. no restrictions are imposed, b. a particular man and woman must be selected?

In how many ways can 2 men, 4 women, 3 boys, and 3 girls be selected...

In how many ways can 2 men, 4 women, 3 boys, and 3 girls be selected from 6 men, 8 women, 4 boys and 5 girls if a particular man and woman must be selected?

6 women and 7 men were randomly divided into two groups, with 9 individuals in one...

6 women and 7 men were randomly divided into two groups, with 9 individuals in one group and 4 individuals in the other group. a) Calculate the probability that there will be at least two women in each of the groups. b）Calculate the probability that there are at least five men in the 9-person group, if we know that there is at least one women in the 4-person group. c) Calculate the expected value of the number of women in...

Suppose that six new employees, two men and four women, are assigned offices chosen at random...

Suppose that six new employees, two men and four women, are assigned offices chosen at random from six available rooms. Suppose further that three of these offices have windows while the other three do not have windows. Assume that this process results in a random assignment of one office to each new employee. Let X denote the number of women who are assigned window offices. a) What is the name of the distribution of X? b) Notice that P(X =...

1.six men and six women sit around a desk, what's the probability that A sits next...

1.six men and six women sit around a desk, what's the probability that A sits next to B? A.1/6 B.1/12 C.1/11 D.2/11 2.In the same setting. Given A is a woman and B is a man, What's the probability that A sits next to B? A.2/11 B.1/6 C.1/12 D.1/11

In a population of 158 people: 85 men and 73 women, it was found that 60...

In a population of 158 people: 85 men and 73 women, it was found that 60 men and 46 women had health insurance, the rest no. 40 of the men with health insurance and 9 of the men without insurance, visited the MD office more than 5 times last year. In the other hand, 35 of the women with insurance and 8 of the women without insurance, visited the MD office more than 5 times last year. Giving this information,...

Can someone please answer these two by Friday? Problem 3 Five men and five women are...

Can someone please answer these two by Friday? Problem 3 Five men and five women are ranked according to their scores on an examination. Assume that no two scores are alike, and all 10! possible rankings are equally likely. Let X denote the highest ranking achieved by a woman (for example, X = 2 if the top-ranked person was a man, and the next-ranked person was a woman). Find the probability mass function (pmf) of the random variable X, and...

Assume you wish to compare two distinct groups of people (e.g., men vs women; old vs...

Assume you wish to compare two distinct groups of people (e.g., men vs women; old vs young; those with college degree versus those without, those who shop online vs those who do not, etc.) Describe a situation where you would use one of the tests presented in this chapter, tests of goodness of fit, independence & multiple proportions. Identify the populations of interest; describe the research question; form the null and alternative hypotheses and the level of significance; the sample...

Question