Consider the following situation:

A baseball batter has a .250 batting average (i.e. is successful at hitting the ball 25% of the time). Design a simulation that you would conduct to determine the experimental probability of the batter hitting the ball at least 1 out of 4 times successfully. Remember to:

• identify which object you would use to simulate this event
• describe what result(s) would represent a favourable outcome and which results would represent an unfavourable outcome
• explain what constitutes a single trial for this experiment
• How would you expect the experimental probability to compare with the theoretical probability after performing many trials?