(a) Simulate the experiment of sampling 100 four-child families to estimate the probability that a four-child family has three girls. Assume that the outcomes "have a girl" and "have a boy" are equally likely.
(b) Simulate the experiment of sampling 1000 four-child families to estimate the probability that a four-child family has three girls. Assume that the outcomes "have a girl" and "have a boy" are equally likely.The classical probability that a four-child family has three girls is .
Compare the results of (a) and (b) to the probability that would be obtained using the classical method.Which answer was closer to the probability that would be obtained using the classical method? Is this what you would expect?

Question

(a) Simulate the experiment of sampling 100 four-child families to estimate the probability that a four-child family has three girls. Assume that the outcomes "have a girl" and "have a boy" are equally likely.
(b) Simulate the experiment of sampling 1000 four-child families to estimate the probability that a four-child family has three girls. Assume that the outcomes "have a girl" and "have a boy" are equally likely.The classical probability that a four-child family has three girls is  .
Compare the results of (a) and (b) to the probability that would be obtained using the classical method.Which answer was closer to the probability that would be obtained using the classical method? Is this what you would expect?

Quizplus · Accepted Answer

The Answer of (a) Simulate the experiment of sampling 100 four-child families to estimate the probability that a four-child family has three girls. Assume that the outcomes "have a girl" and "have a boy" are equally likely.
(b) Simulate the experiment of sampling 1000 four-child families to estimate the probability that a four-child family has three girls. Assume that the outcomes "have a girl" and "have a boy" are equally likely.The classical probability that a four-child family has three girls is  .
Compare the results of (a) and (b) to the probability that would be obtained using the classical method.Which answer was closer to the probability that would be obtained using the classical method? Is this what you would expect?

(A) Simulate the Experiment of Sampling 100 Four-Child Families to Estimate