Please answer all the questions in the picture I know that it is a lot but my teacher is not being helpful and I am struggling to understand. Please show all your work to help me better understand the problems. I will be posting the background information in the chat and I will be rating highly! Thank you!!!

a) (4 points) Complete the contingency table. Team A Next Team B Next Totals Team A First "AA = 176 "AB" = ( ) Team B First BA" = ( ) BB"= 102 Totals 754 b) (4 points) Use this table to compute probabilities P(AA). P(AB) PAB). P(BB), PIAA or AB) and P(BA or BB). Then. place these on a Tree Diagram similar to Problem #12. Your solution should look similar to Example 3.25; however, I would like you to use decimals for the probability rounded to the tenth of a percent, Example: 13.5% -Analysis of the Tree Diagram- c) (2 points) How does your tree diagram compare to your answer in #2. Would you agree that it's "almost reversed" between Team A and B? d) (2 points) How does P(AB) and P(AA) compare? These probabilities represent Team A's perspective very well. Based on this alone, is the Team A manager's criticism understandable? e) (2 points) Are A and B independent events? () (2 points) Calculate P(BJAD). This represents the probability that a customer completes a sale after receiving help from A first and then A second. Also calculate P(AIB). This represents the probability that's customer completes a sale after receiving help from B first and then A second. Based on these numbers, does the order of help given matter? Does this make sense given the strengths of Team A and Team B? 9) (2 points) Calculate P(AjA) and P(B B). These numbers loosely represent what the effectiveness of the teams working alone might be if A and B are independent events How are these compared to your answers in ?? h) (2 points) it has happened! The mean-spirited boss has given a presentation suggesting that because P(AB) and P(AA) are comparable, that Team B is not needed. Do you agree or disagree with that analysis? Is he missing something In terms of understanding probability? Based on the probabilities you have calculated and also including your personal opinion, what suggestions would you make to the CEO? There is no right of wrong answer here; however, you must explain your reasoning This is the end of the formal assessment. Thank you for your hard work!- End of the Story: In case you're curious