On average, suppose a baseball player hits a home run once in every 10 times at bat (or 10% of the time), and suppose he gets exactly two "at bats" in every game. Using a simulation, estimate the likelihood that the player will hit 2 home runs in a single game. Use the 7-step simulation as modeled in your video lectures. This should include the first four steps in paragraph form: 1. the component to be repeated (1 pt) 2. explanation of how to model the outcome (which value(s) represent which outcome) (2 pt) 3. explanation of how you will simulate the trial (how many digits at a time, what do you record for each random number(s), what happens to repeats, what happens with numbers that are not assigned (if applicable), when is the trial over, what do you record at the end of the trial, how many trials will you run). (3 pt) 4. the response variable (1 pt) Then, using the simulation you set up above, use the random numbers below to run 5 trials, finding the outcome of 5 simulated games. Be sure you show the detailed step-by-step selection (home run or not) as well as the final outcome (did he score 2 home runs or not) (Step 5 - 4 pts). Then use the equation editor to analyze the response variable (Step 6 - 1 pt). Write a complete sentence giving your results of the simulation (Step 7 - 1 pt). Trial 1: 18192 Trial 2: 95318 Trial 3: 02975 Trial 4: 01911 Trial 5: 29958