Please answer using this spreadsheet, thank you! https://ecu.instructure.com/courses/48382/files/2896026/download?wrap=1

A special bag of Starburst candies contains 20 strawberry, 20 cherry, and 10 orange. We will select 35 pieces of candy at random from the bag. Let X - the number of strawberry candies that will be selected. The random variable X has a hypergeometric distribution with parameters n - , M- , and N- b. What values for X are possible? c. Find P(X > 18) d. Find P(X - 3) e. Determine E[X] or the expected number of strawberry candies to be selected. (. Determine Var[X]. PROBLEM 11.2 (pg 127, #75) Suppose P(male birth) - 0.44. A couple wishes to have exactly three daughters in their family and will continue having children until this happens. Let X be the number of sons this family has. a. The random variable X has a negative binomial distribution with parameters and p = . where a success is b. What is the probability that this family has 5 children total? Thus, we are seeking P(X - ) which equals what? Note: X is not the number of children. c. What is the probability that this family has at most 8 children total? Thus, we are seeking P(X = ) which equals what? d. How many sons is this family expected to have? E[X] - e. How many total children is this family expected to have? E[X+ 3]