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{"ops":[{"insert":"Phase 1. \n1.Imagine that a wetland you are studying has a population of\n5000 frogs, including bullfrogs, spring peepers, and mink frogs.\nThe populations of the three species are shown below\n\n percentage of total marsh population Gender ratio\n\nbullfrogs (30%) Males(60%) female (40%)\nspring pepper (50%) Males(55%)Female(45%)\nmink frog (20%) Males(52%)female (48%)\n\nDetermine the probability that the first two frogs captured are\n(a) bullfrogs \n(b) female bullfrogs\n(c) females of any species \n(d) frogs that are not spring peepers\n\n2 (a) Design and describe a simulation that will allow you to construct\na probability distribution for the number of bullfrogs in\na sample of 30 frogs. Use it to predict the probability that the\nsample will have eight or more bullfrogs.\n\n(b) Compute the theoretical probability distribution for the\nnumber of bullfrogs in the sample, and then compare your\nsimulation results with the predicted theoretical values.\n\n(c) Design and describe a simulation that will allow you to\nconstruct a probability distribution for the number of female\nfrogs of each species in a sample of 30 frogs. Use it to\npredict the probability that the sample will have eight or\nmore females.\n\n(d) Compute the theoretical probability distribution for the\nnumber of females in the sample, and then compare your\nsimulation results with the predicted theoretical values.\n\n\nIn phase 2 of your study, suppose you capture 100 frogs\n species number in sample\n bullfrog 35\n spring pepper 50\n mink frog 15\nDesign a simulation to determine whether or not the distribution in\nyour sample indicates that the number of mink frogs is seriously\nreduced relative to the number of spring peepers\n"}]}
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