?15c) If the percentage of all male births is 51%, what is the probablility that a five child family will have at least one boy?
P(male birth) = 0.51
P(female birth) = 1 - 0.51 = 0.49
P(at least one boy) = 1 - P(all are girl)
= 1 - 0.495
= 1 - 0.0282
= 0.9718
= 97.18%
?15c) If the percentage of all male births is 51%, what is the probablility that a...
Suppose there were 4,065,014 births in a given year. Of those births, 2,081,287 were boys and 1,983,727 were girls. If we randomly select two women from the population who then become pregnant, what is the probability both children will be boys? If we randomly select two women from the population who then become pregnant, what is the probability that at least one child is a boy?
Please read the following prompt carefully: "About 48% of all births result in a girl. Suppose a couple is planning to have three children." Determine the following values by rounding to the nearest indicated decimal place. Please type your solution in the text entry boxes provided. a. What is the probability of the first- born child being a boy? (Use the form X.XX) b. What is the probability of the first- born child being a girl? (Use the form X.XX)...
Please read the following prompt carefully: "About 48% of all births result in a girl. Suppose a couple is planning to have three children." Determine the following values by rounding to the nearest indicated decimal place. Please type your solution in the text entry boxes provided. a. What is the probability of the first-born child being a boy? (Use the form X.XX) b. What is the probability of the first-born child being a girl? (Use the form X.XX) c. What...
2. Suppose that a family is going to keep having children until they have at least one girl. Further suppose we can model successive births as boy and one independent trials with p P(girl) and P(boy) = 1 - p. Let Y denote the total number of children in the family. Compute, for y 2, (i) the probability that the first boy born is the y-th child born; [2] (ii the probability that the first girl born is the y-th...
A young couple falls in love and decides to marry and start a family. Assume that with each birth, they are equally like to have a boy or girl child - and only one at a time (no twins or other multiple births). They decide to keep having children until they have one girl. 5. a. On average, how many children will be born to this family? b. If there are no girls in the first two births, what is...
Please read the following prompt carefully: "About 48% of all births result in a girl. Suppose a couple is planning to have three children." Determine the following values by rounding to the nearest indicated decimal place. Please type your solution in the text entry boxes provided. e. What is the probability of the third-born child being a boy? (Use the form X.XX) f. What is the probability of the third-born child being a girl? (Use the form X.XX) g. What...
You select a family of three children. if M represents a male child and F a female child. Find the probability of selecting a family with 1) At least one male child 2) At least two female children
You select a family with three children. If M represents a male child and F a female child, the set of equally likely outcomes for the children's genders is shown below. Find the probability of selecting a family with at least one male child. MMM, MMF, MFM, MFF, {MMM, MMF, MFM, MFF, FMM, FMF, FFM , FFF The probability of having a least one male child is
97. Assume that male and female births are equally likely and that the birth of any child does not affect the probability of the gender of any other children. Find the probability of at most three boys in ten births. A) 0.003 B) 0.300 C) 0.333 D) 0.172 98. A test consists of 10 true or false questions. To pass the test a student must answer at least eight questions correctly. If the student guesses on each question, what is...
In a hospital, 13 boys were born in succession before a girl was born. What is the probability that after 13 male births, the 14th child will be a boy?