1.) Bong has 45 red chips, 12 blue chips, and 24 white chips. What is the probability that Bong randomly selects a red chip or a white chip?why?2.) Bong's dog has 8 puppies. The puppies include white females, 3 mixed-color females, 1 white male, and 2 mixed-color males. Bong wants to keep one puppy. What is the probability that he randomly chooses apuppy that is female and white?why?3.) Use the given information to determine the probability of the given event: a. P(A) = P(B) = Events A, B are mutuallyexclusive. Calculate P(A or B).*** (PLEASE SHOW YOURSOLUTION)b. P(A) = 0.4, P(B) = 0.2, P(A and B) = 0.15.Calculate P(A or B).*** (PLEASE SHOW YOUR SOLUTION)4.) Of 240 students, 176 are honor students, 48 are varsity (V) members, and 36 are honor (H) students and varsity members at the same time. What is the probability that a randomly selected student is an honor student or avarsity member?a. n(S) =b. P(V) =c. P(H) =d. P(VnH) =Find P(varsity or honor) = ?Solution:e. P(VUH) =5.) A jar contains 9 balls, numbered from one to nine. You randomly pick a ball. What is the probability that you select a one (O) or a sixGiven:a. n(S) =b. P(O) =c. P(X) =d. P(OnX) =Find P(one or six) = ?Solution:e. P(OUX) =SOLUTION)***(PLEASE SHOW YOUR SOLUTION). thank you so much, I will surely rate you! Madam or sir!

P(RUF) = 38 6 52 52 P(RUF) = 32 52 P(RUF) = 8 13 The probability that the card is red or a face card is 8 13 Example 3. The probability that Bong passes Math (M) is 0.7, and the probability that he passes in English (E) is 0.4. If the probability that he passes both subjects is 0.3, what is the probability that he will pass Given: at least one of theEXAMPLES P(M) = 0.7 P(E) = 0.4 n(MNE) = 0.3 Find: P(Math or English) = ? Solution: These events are not mutually exclusive, why? P(MUE) = P(M) + P(E) - P(MNE) P(MUE) = 0.7 + 0.4 - 0.3 P(MUE) = 0.11 - 0.3 P(MUE) = 0.8 The probability that Bong will pass at least one of these subjects is 0.8