please answer asap. enter a,b,c,d. top option is a, bottom is d. Dont have to show work.

We flip a fair cuin repeatedlyr and independently, resulting in a sequence of heads i H} and tails {11}. We stop flipping the min as seen as this sequence cantains H or W. What is the pmbability that this sequence contains at least three Ts? 01/16 0 \"one of these. 0 3/16 0 4/16 O 2 /16 The course COMP 9999 runs overa period of one year, starting on January 1 and ending on December 31. There is one lecture E'H'EW clay; thus, the total number of lectures is 365. . Dania and Nick take this course. Dania's birthday is on November 19. Nick's birthdat.r is on December 3. . Professor G. Ruesome teaches the course. . Professor Ruesome decides to have 20 quizzes during the year. For this, he chooses a uniformly random subset of 20 days; the quizzes will be on the 20 chosen days. {It is possible that there is a quiz on Januar-lr 1.} At the beginning of each of the 365 lectures, Hick rolls a fair and independent six- sided die. If the number showing on the die is 5 or :5, then Nick eats 4 bananas during the lecture; otherwise, Nick eats 2 bananas during the lecture. Let X be the total number of bananas that Nick eats during the 365 lectures of the course com: 9999. What is the expected value EOE) of X