please solve the problem and any missing data assumed that I need it asap

Alice attends a small college in which each class meets only once a week. She is deciding between St] nonroverlapping classes. There are 6 classes to choose From for each day of the week, Monday through Friday. Trusting in the benevolence of randomness. Alice decides to register for F randomly selected classes out of the ll, with all choices equally likely and without replacement. What is the probability that she will have classes every day, Monday through Friday? {a} in how many ways can she pick any seven classes? An expression is ne. {h} Briey argue why there are only two general ways that Alice can have class every day: either she has 2 days with 2 classes and 3 days with 1 class it she has 1 day with 3 classes, and has I class on each of the other 4 days. {c} Find the number ol' possibilities for the two scenarios in part Ihl. Expressions are ne. [d] Answer the question i.e., '\" What is the probability that site will have classes every day, Monday through Friday?\