Max is cooking dinner for himself and his roommate, Dan. He estimates the probability that he (Max) will like the meal is 0.90, and the probability that Dan will like the meal is 0.60. If Max’s and Dan’s reactions to the meal are independent, find a. The probability that both Max and Dan like the meal. b. The probability that Max likes the meal, but Dan doesn’t. c. The probability that neither Max nor Dan likes the meal.