1. You will use a computer model to simulate the fire.Click hereto open the simulator.Get some paper and a pencil so that you can write down your data.

• Our forest has 289 trees, arranged in 17 rows and 17 columns.The center tree is highlighted in blue.If the center tree catches on fire, the probability is 1/2 that each one of its neighbors will also catch on fire.
• The trees catch on fire in "iterations." In each iteration, a neighboring tree might catch on fire.Each tree burns out in one iteration.After that, it can't start other trees on fire.
• Assume that the center tree always catches on fire first.Click the "Highlight Center Tree" button to turn the center tree blue.On the left of the page, change the probability to 3/6 (which, of course, is equal to 1/2).

1. Run the simulation 10 times.Each time you run it, click the blue tree to start the fire.After the fire has ended, write down the percentage of trees that burned, and the number of iterations of the fire.Round the percentage of trees that burned to the one's place.Then click the "Re-grow Forest" button, and repeat until you have 10 sets of data.
2. After you complete 10 simulations, calculate the mean, median, and mode of the percentages of trees that burned.Then calculate the mean, median, and mode of the number of iterations.

report that presents your simulation and your data.Your report must include the following:

• One paragraph in which you describe the forest fire simulation .Pretend the reader doesn't know anything about this project; it's your job to explain what you did.Don't copy the instructions shown above; explain it .Use your best writing skills.You will be graded on spelling, punctuation, grammar, and how well you communicate your thoughts.
• The 10 percentages of trees that burned displayed as a stem-and-leaf diagram.
• The 10 values of numbers of iterations displayed as a stem-and-leaf diagram.
• The mean, median, and mode of the percentages.
• The mean, median, and mode of the numbers of iterations.

https://gyazo.com/4df3f17501d3356d93d66b31eeb8b1d2 ( A picture that was provided )