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A farmer has two chicken coops, each with an equal number of brown and white chickens. The model shows how the brown and white chickens
A farmer has two chicken coops, each with an equal number of brown and white chickens. The model shows how the brown and white chickens are arranged in each coop. A chicken is chosen at random. Use the drop-down menus below to answer the questions about probability. 2 rectangles, each split into 12 equal squares. On each figure, 6 squares are brown and 6 squares are white. CLEARCHECK What is the probability of choosing a brown chicken? P(brown) = What is the probability of choosing a brown chicken given that the chicken is taken from the coop on the right? P(brown given right) = Are the events "choosing a brown chicken" and "choosing a brown chicken from the coop on the right" independent or dependent? P(brown given right) is P(brown), which means that choosing from the coop on the right affect the probability of choosing a brown chicken. So, these events are
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