The ratio of men to women working for a company is 5 to 4. If there...
An advertising company has 8 men and 5 women. Suppose the company has to select a team of 4 members to work on the new hybrid car, Hyper Geo Metro 2013. If the members of the team are selected at random, what is the probability that 2 men and 2 women will be selected? (enter answer in decimals; bear in mind the 1% error tolerance). What is the probability that men will constitute a majority in the team?
In a company there are 7 executives: 4 women and 3 men. 3 are selected to attend a management seminar. Find these probabilities. A) All 3 selected are menB) all 3 selected are womenC) 2 men and 1 woman will be selected. D) 1 man and 2 woman will be selected
Argumentative Essay Should working women take more privileges than working men?
A supervisor in a manufacturing plant has three men and three women working for him. He wants to choose four workers for a special job. Not wishing to show biases in his selection, he decides to select the four workers at random. Let Y denote the number of women in his selection. What is the probability that he selects two women? Write your answer to one decimal place. e.g. 1.5, 0.2 etc.
Saved Lost First Class Men 57 116 Women 140 4 Children 6 1 Second Class Men 14 135 Women 80 24 Children 24 0 Third Class Men 72 385 Women 74 88 Children 32 57 Crew & Employees Women 20 0 Men 192 685 Given a survivor of the Titanic is a man. what is the probability, rounded to the nearest whole percent, the survivor was a second class passenger (based on the data above)
2) A group of 11 professors consists of 7 women and 4 men. Find the number of ways to (4 points) a) select a committee of 4 members from the group. (6 points) b) select a committee of 5 members from the group with 3 women and 2 men.
(20) 5. A company has 7 applicants for 3 positions. Two are women and five are men. Suppose the applicants are equally qualified, and no preference is given for choosing either gender. Let x equal the number of women chosen to fill the 3 positions. Show your work. (4) a. Find the probability that both women and one man are hired. (6) b. Construct a bar chart for w = number of women chosen. (Hint: w=0, w = 1, w...
In a large corporation, 80% of the employees are men and 20% are women. The highest levels of education obtained by the employees are graduate training for 10% of men, undergraduate trading for 30% of men, and high school training for 60% of the men. The highest levels of education obtained by the employees are graduate training for 15% of women, undergraduate training for 40% of women, and high school training for 45% of the women. (a) What is the...
A company has five applicants for two positions: two women and three men. Suppose that the five applicants are equally qualified and that no preference is given for choosing either gender. Let x equal the number of women chosen to fill the two positions. (a) Write the formula for px), the probability distribution of X. csc 3 O - p(x) = - 2-X for x = 0, 1, 2 NN 0 2-x for x = 0, 1, 2 0 NNNN...
In a group of college students, the ratio of men to women is 3:1 (i.e., 3 to 1). In a recent survey, 65% of the men in this group selected hiking as their favorite outdoor activity whereas 50% of the women in the group selected hiking as their favorite outdoor activity. An individual is randomly selected from this group. What is the probability that hiking is not his/her favorite outdoor activity? Round your result to 2 significant places after the...