Assume each newborn baby has a probability of approximately 0.55 of being female and 0.45 of being male. For a family with three children, let ) who are girls. a. Identify the three conditions that...


Assume each newborn baby has a probability of approximately 0.55 of being female and 0.45 of being male. For a family with three children, let )<br>who are girls. a. Identify the three conditions that must be satisfied for X to have the binomial distribution. b. Identify n and p for the binomial distribution. c. Find the<br>probability that the family has one girl and two boys.<br>= number of children<br>A. II, III, and V<br>B. III, V, and VI<br>C. I, IV, and VI<br>D. I, II, and V<br>b. n= 3<br>p = .55<br>c. The probability that the family has one girl and two boys is<br>(Round to four decimal places as needed.)<br>

Extracted text: Assume each newborn baby has a probability of approximately 0.55 of being female and 0.45 of being male. For a family with three children, let ) who are girls. a. Identify the three conditions that must be satisfied for X to have the binomial distribution. b. Identify n and p for the binomial distribution. c. Find the probability that the family has one girl and two boys. = number of children A. II, III, and V B. III, V, and VI C. I, IV, and VI D. I, II, and V b. n= 3 p = .55 c. The probability that the family has one girl and two boys is (Round to four decimal places as needed.)

Jun 08, 2022
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