Homework Answers
Q 2. Given n = 22, r = 7
We know that,
P = nCr
P = 22C7 = 22*21*20*19*18*17*16/7*6*5*4*3*2*1
P = 170,544
Answer - C, There are 170,544 committees are possible.
Q 3.
Answer - A, 11/16 is the probability that she will have at most 2 boys.
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1.If you win $100 for rolling a 12, win $10 for rolling a number less than...
statistics problem: you have two dice. if you win $100 for rolling a sum of 12...
statistics problem: you have two dice. if you win $100 for rolling a sum of 12 . win $10 for rolling a sum less than 5 win $5 for a sum of 5 and you lose $3 for any other sum. what is the expected value of your winnings (or losses?) A. 3.86 B. 6.86 C. 2.03 D. 2.92
You play a game in which you roll a number n of dice. You win if...
You play a game in which you roll a number n of dice. You win if you roll at least one 6, but no 1s or 2s; and, otherwise, you lose. What is the optimal number of dice to roll in this situation? Choose the best answer. A) 1 B) 2 C) 3 D) 4
Answer the following questions with the information provided. 1. You are the server. You win two...
Answer the following questions with the information provided. 1. You are the server. You win two points and your opponent has won three points. What is the score? A. 40-30 B. 30-all C. 30-40 D. 15-40 E. Ad out 2. You are the server. You win two points and your opponent has won two points. What is the score? A. 15-all B. 30-all C. 40-all D. Deuce E. Love-all 3. You are the server. You win three points and your...
In Real Life: Win-Win Problem Solving [ Silence ] [ Noises ] >> Can you be...
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i really need help with my math 121 question # number 3 and 10 problems if...
i really need help with my math 121 question # number
3 and 10 problems if possible here is the upload photos
work in each question) out the questionmaire fa) How many different samples of five people are possible? b How many of them would eomsist of eactly two wom en and three mmen e How many of thes would con sist of exactly five women? ld) How many of them would consint of exactly Sour men? (e) How many...
(1 point) Three brothers play a game with a set of cards numbered 1 thru 10,...
(1 point) Three brothers play a game with a set of cards numbered 1 thru 10, they draw two cards with replacement and add the cards values. Scott will win if the sum of the cards is 13, Dave will win if 16, and Jim if 4. They will select 2 cards with replacement, then reshuffle until a winner is declared Part (a) What is the probability that on any particular two-card draw there is no declared winner? If rounding...
1. Dorothy is a 26-year-old woman who is 5 months pregnant with her third child. She...
1. Dorothy is a 26-year-old woman who is 5 months pregnant with her third child. She and her two older children—Alice aged 6 years and Tom aged 3 years—are currently living in a shelter after leaving her abusive husband. At her visit, she tells the nurse this is her first prenatal visit. She also lets the nurse know that she has seldom seen the doctor or taken the children for well visits. A. What are some immediate issues? B. What...
I would be very happy if you solve both questions. Please also round all your numerical...
I
would be very happy if you solve both questions. Please also round
all your numerical answers to numbers of the 5-digit ?oating-point
arithmetic FPA5.
1. (Repeated Independent Trials: Random Variables: Espectations). A cube has 1 red face, 2 green faces, and 3 blue faces. A game costs of rolling the cube twice independently). A player pays $1 to play. If both faces are of the same color, he is paid $2.68 (that is he wins $1.68). If not, he...
10:23 AM Mon Jun 22 100% Review 1.pdf Review 1.pdf 1 of 5 Review 1 1....
10:23 AM Mon Jun 22 100% Review 1.pdf Review 1.pdf 1 of 5 Review 1 1. Draw a Venn diagram for a universe "People" with subsets "Hair Styles" and "Dreadlocks". For extra practice, think of where each of these people would go: Bob Marley, Lloyd Christmas, and Mr. Clean. 2. Draw a Venn diagram for a universe "People" with subsets "Men" and "Dreadlocks". Why is this Venn Diagram different than Problem I? 3. The three main Venn diagrams you studied...
Present Value of an Annuity 1) On January 1, 2016, you win $2,600,000 in the state lottery. The $2,600,000 prize will be paid in equal installments of $260,000 over 10 years. The payments will be made...
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Answer the following questions with the information provided. 1. You are the server. You win two points and your opponent has won three points. What is the score? A. 40-30 B. 30-all C. 30-40 D. 15-40 E. Ad out 2. You are the server. You win two points and your opponent has won two points. What is the score? A. 15-all B. 30-all C. 40-all D. Deuce E. Love-all 3. You are the server. You win three points and your...
i really need help with my math 121 question # number
3 and 10 problems if possible here is the upload photos
work in each question) out the questionmaire fa) How many different samples of five people are possible? b How many of them would eomsist of eactly two wom en and three mmen e How many of thes would con sist of exactly five women? ld) How many of them would consint of exactly Sour men? (e) How many...
(1 point) Three brothers play a game with a set of cards numbered 1 thru 10, they draw two cards with replacement and add the cards values. Scott will win if the sum of the cards is 13, Dave will win if 16, and Jim if 4. They will select 2 cards with replacement, then reshuffle until a winner is declared Part (a) What is the probability that on any particular two-card draw there is no declared winner? If rounding...
I
would be very happy if you solve both questions. Please also round
all your numerical answers to numbers of the 5-digit ?oating-point
arithmetic FPA5.
1. (Repeated Independent Trials: Random Variables: Espectations). A cube has 1 red face, 2 green faces, and 3 blue faces. A game costs of rolling the cube twice independently). A player pays $1 to play. If both faces are of the same color, he is paid $2.68 (that is he wins $1.68). If not, he...
10:23 AM Mon Jun 22 100% Review 1.pdf Review 1.pdf 1 of 5 Review 1 1. Draw a Venn diagram for a universe "People" with subsets "Hair Styles" and "Dreadlocks". For extra practice, think of where each of these people would go: Bob Marley, Lloyd Christmas, and Mr. Clean. 2. Draw a Venn diagram for a universe "People" with subsets "Men" and "Dreadlocks". Why is this Venn Diagram different than Problem I? 3. The three main Venn diagrams you studied...
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