Need help w/ all.

Link to coin simulator: https://iupbsapps.shinyapps.io/coin-sampling/

1. Here's the chicken farm problem we looked at in lecture: In a certain town there are two farms. On the large farm, about 45 chicks are hatched each day. On the smaller farm, there are only about 15 chicks hatched each day. As you may suspect, any given egg has a 50/50 chance of hatching as a rooster or a hen, but on any one day, the eggs hatched won't be exactly 50% roosters and 50% hens. Across one year, both farms count the number of days on which 60% or more of the chicks hatched are roosters (that is, the small farm counts the days when there were at least 9 roosters hatched and the large farm counts the number of days when there were at least 27 roosters hatched). Which farm would you expect to have more days where at least 60% of the hatchlings are roosters? Using the appropriate applet, model each farm to generate data about the number of roosters hatched. Use that data to calculate the probability that each farm would have a day where at least 60% of the chicks are roosters. You'll need to create and run a separate model for each farm. Run enough simulations so that adding more simulations doesn't change the estimate of the probability very much (as noted in the workshop, 10,000 is a good guideline). To earn full credit your answer should include the following information at a minimum: a. (1 Pt)What do the \"coins" represent in this simulation? b- (1 W) What is a "heads"? What is a "tails"? c. (2 pts) What value did you used for the number of coins? Why? d. (3 pts) Whatdid you use as the probability of heads? Why