Roll a six-sided die five times, and find the table and probability distribution for the number of \(4\)s that occur.

A coin is tossed \(20\) times. The probability of getting a head on any one toss is \(0.5\). To the nearest thousandth, find the probability of getting

a. exactly \(3\) heads.

b. exactly \(9\) heads.

Refer to the example in your textbook. Assume the softball player’s batting average stays the same the next \(5\) times she is at bat and find the probability she gets exactly \(2\) hits in those \(5\) times at bat.

A softball player ends the season with a batting average of \(0.400\). Draw the probability distribution for the number of hits she would get in \(5\) times at bat.