Census Data Are Often Used To Obtain Probability Distributions For Various Random Variables. Census Data For Families In A Particular State With A Combined Income Of $50,000 Or More Show That 22% of These Families Have No Children, 30% have One Child, 27% have Two Children, And 21% have Three Children. From This Information, Construct The Probability Distribution For x, Where x represents The Number Of Children Per Family For This Income Group. (Give Your Answers Correct To Two Decimal Places.) P(0 Children) = P(1 Child) = P(2 Children) = P(3 Children) =

Census data are often used to obtain probability distributions for various random variables. Census data for families in a particular state with a combined income of $50,000 or more show that 22% of these families have no children, 30% have one child, 27% have two children, and 21% have three children. From this information, construct the probability distribution for x, where x represents the number of children per family for this income group. (Give your answers correct to two decimal places.) P(0 children) = P(1 child) = P(2 children) = P(3 children) =

- November 14, 2022 - Edwin Tunner

Census data are often used to obtain probability distributions for various random variables. Census data for families in a particular state with a combined income of $50,000 or more show that 22% of these families have no children, 30% have one child, 27% have two children, and 21% have three children. From this information, construct the probability distribution for x, where x represents the number of children per family for this income group. (Give your answers correct to two decimal places.)

P(0 children) =
P(1 child) =
P(2 children) =
P(3 children) =

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