In an experiment using three tosses of the same coin, state and apply the general equation that provides the total number of possible outcomes for the experiment and list the outcome string (3 points). Then, for each of the following three scenarios, list the possible outcome string and calculate the probability of the scenario as a decimal number (to three places) showing all working (9 points). The probability of getting three heads when flipping a coin 3 times. The probability of at least getting one head and one tail when flipping a coin 3 times. The probability of getting a head in the first flip, a tail in the second, and a head again in the third flip of a coin. Below is an incomplete contingency table displaying two levels for each the gender and the political party association (13 points). Complete the table with all marginal totals and cell counts. Calculate the following probabilities. For a male to be a Republican. For a voter to be female. For a voter to be either a democrat or a female. For a person to not be a female but voting democratic. Political party Total Gender Republican Democrat Male 87 73 ? Female 61 ? ? Total ? ? 300

In an experiment using three tosses of the same coin, state and apply the general equation that provides the total number of possible outcomes for the experiment and list the outcome string (3...

Sep 14, 2021