Please help with these questions

Bio 260 (Su24) Assignment #4 Form B, Due June 23 Prepare your answers and be ready to copy/paste them into the Canvas quiz function. For the sport of NFL football during the 2018 season there were 1367 touchdowns scored during the regular season. There were 256 games played during the season. You will use the Poisson distribution to estimate probabilities of games with a certain number of touchdowns. Q1. What was the mean number of touchdowns (TD) scored in each game during the season? (round the answer to the nearest 0.0001) Complete the chart at the right. The first column lists the number of touchdowns in a game, this is filled in already. The second column is for the predicted probability that a game chosen at random will have that many touchdowns scored, calculate these values, round these values to the closest 0.0001. The third column is for your best prediction about the number of games during the season that had that many touchdowns scored, round these values to the closest whole number, Q2-Q7. The Canvas quiz will ask you to enter 6 of these values - three of the probabilities and three of the predicted numbers of games. Enter the values to precision described above. For the probabilities, report to the nearest 0.001. For the number of games, report to the nearest integer. Q8. On Jan 10, 2010 The Green Bay Packers and Arizona Cardinals played a playoff game in which there were 13 touchdowns scored. Using the data above, what is the probability that a random game would have that many or more touchdowns? ( ARI (17| 7 14| 7| & Gman Bu'y' : Waak 18 - Jan 10, 2010 Packers ] ' 1,23 4 0r Listen Live D | OB |9 10/14/24) 0 mean#TD=_777_ Probabilit Predicted # games Prob (13+TD)= 77?7 _ Arizona 51 B cardinass