A. Find the probability for one rall of an ordinary 6-sided die. 1 . P(4 or 5) = 9 mutually exclusive 2 . P(4 or even) = 8 not mutually exclusive B. An integer from 1 to 20 is drawn at random. Find the following probabilities. 3. P(even or multiple of 3) = 4. P(less than 10 or multiple of 2) = 5. P(odd or a multiple of 5) = C. Refer to the table below. Fill out the missing value and find the following probabilities indicated. Liked Lunch Disliked Lunch Total Boys 16 14 30 Girls 20 10 30 Total 36 24 60: 6. P (a girl or liked the lunch) = 7. P (a boy or liked the lunch) = 8. P (a girl or disliked the lunch) = 9. P (a boy or disliked the lunch) = 10. A random sample of 250 students found that 37% access the Internet at school, 44% access the Internet at home, and 21% access the Internet at both school and home. What is the probability that a student in this sample selected at random accesses the Internet at home or at school? 11. A random sample of 225 students found that 21% access the Internet at school, 56% access the Internet at home, and 20%% access the Internet at both school and home. What is the probability that a student in this sample selected at random accesses the Internet at home or at school? D. A card is randomly selected from a standard deck, Find the following probabilities, 12 P(a multiple of 2 or a club) = 13, P(a multiple of 5 or a face card) = 14 P(a red or a face card) = 15. P(a multiple of 3 or a queen) =