Question: Question 2 (1 point} Given sets A = {t, u, v, w, x, y, z} and B = {p, q, r, s, t, u}, what

 Question 2 (1 point} Given sets A = {t, u, v,w, x, y, z} and B = {p, q, r, s, t,u}, what is A m B? / Iqusmmnm I::::I {t u} x
" :1 {13. q. r. s, t, t. u, u, v, w,x, y, z} '\\ x I: :::I {p, q, r, s, t,u, v, w, x, y, z} \\ Question 3 [1 point) A

Question 2 (1 point} Given sets A = {t, u, v, w, x, y, z} and B = {p, q, r, s, t, u}, what is A m B? / Iqusmmnm I::::I {t u} x " :1 {13. q. r. s, t, t. u, u, v, w, x, y, z} '\\ x I: :::I {p, q, r, s, t, u, v, w, x, y, z} \\ Question 3 [1 point) A bag contains 3 nickels, 5 dimes, and 6 quarters. If a nickel is taken out and not replaced, what is the probability that the next coin drawn will be a dime? If: 5/14 I:::] 5/1 3 I7:::I 6/ 1 3 \\_ If: 3/ 14 Question 4 [1 point) The probability that John will be accepted into the business program at Probability College is 0.6. The probability that he will be accepted into the science program is 0.4. The probability that he will be accepted into both programs is 0.1. What is the probability that he will be accepted into the business program given he was accepted into the science program? If: 0.17 [:::] 0.25 I7::::I 0.9 \\ If: 0.36 Question 5 [1 point) A card is drawn from a deck and not replaced and then another card is drawn. What is the probability that both cards are hearts? I:::] 13/ 52 If?) 1/1 7 I7:::I 3/ 14 [:::] 1/1 6 Question 6 (1 point) If A and B are two sets, AnB represents: I:_3I All elements in A or B I:_3I All sets that include A and \\_ {:3 All elements in both A and B O All elements are in A but not in B Question 7 (1 point} Given that P(A) = 0.4, Pm} = o. 6, P(A U B)= 0.3 and P(A B)= 0.2, what is P{A | B}? I:_3I 1/3 I::3I 1/ 2 I:_3I 1.2 \\_ I:_3I 1.4 Question 8 [1 point) In a high school of 1000 students, 355 are playing sports and 233 are in a school band. If there are 175 students playing sports and are in a school band. how many are in neither activity? I:_3I 8 2 5 C. 2 3 7 I::3I 4 1 3 I2:_3I 5 3 7 Question 9 (1 point} The probability that Kim makes the tennis team is 0.25. The probability that Kim makes it given her best friend makes it is 0.3. What is the probability that Kim and her best friend make it? I:_3I 0.3125 I:3:I 0.16 C. 0.2 I:_3I 3.2 Question 10 (1 point) Identify which situation represents two dependent events. 0 Drawing a card, replacing it and drawing another card. (' ._\\:_:;. Drawing two cards from a deck without replacement If: Flipping a coin twice in a row 0 Rolling a pair of dice one after the other Question 11 (1 point] On a particular night, 50% of a group of people said they are said they are going to watch the hockey game, 27% are going to watch both the hockey game and the news. If 87% are going to watch the hockey game or the news, what percentage of these people are going to watch the news? [:::] 1 3 96 I2::_::2I 60% \\ I7:::I 37% [:::] 64% Question 12 [1 point] There are 8 students on the curling team and 12 students on the badminton team. How many students are on the curling or badminton team if three students are on both teams? '3:._./' 1 7 I7: 20 .5. 15 [:::/I 14 Next Page Page 1 of 2

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