Question 1 (1 point) Listen 16 15 17 18 19 14 13 12 Find the value...

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Question 1 (1 point) Listen 16 15 17 18 19 14 13 12 Find the value of n(S). 20 20 1 2 3 11 10 6 8 7 5 6 Question 2 (1 point) Listen 16 15 17 18 19 14 20 20 1 2 3 13 8 12 9 11 10 7 5 6 When finding the probability of spinning an even number, find the value of n(A). Your Answer: Question 3 (1 point) Listen 16 15 17 18 19 14 20 20 1 2 3 13 12 9 11 10 8 7 10 5 6 When finding the probability of spinning a multiple of 3 or 5, find the value of n(A). Your Answer: Answer Question 4 (1 point) Listen 16 15 17 18 19 14 20 20 1 2 3 13 12 9 11 10 8 7 Find the probability of spinning a multiple of 3 or an even number. Your Answer: Answer 5 6 Question 5 (1 point) Listen For the scenario where you roll two standard 6-sided dice, if n(A') = 6, then: P(A) = 6/36 n(A') = number of ways to not roll a 7 = n(A) number of ways to roll a 7 P(A) = 5/6 P(A') = 30/36 Question 6 (1 point) Listen For the scenario where you draw a card from a deck of 52 cards, if P(A') = 4/52, then: n(A) = 4 n(A) = number of ways to not draw a 4 n(A') = 48 P(A) = 1/13 = P(A) probability of drawing an ace Question 7 (1 point) Listen Calculate the probability of winning: Roll two standard dice. You win if you get a sum of 4 or get a sum of 8. A/ Question 8 (1 point) Listen Calculate the probability of winning: Roll a standard die and then flip a coin. You win if you toss "heads" and roll a 6. Question 9 (1 point) Listen Calculate the probability of winning: Draw 2 cards from a standard deck of cards without replacement. You win if you draw a face card, then a number card in that order. A/ Question 10 (1 point) Listen Calculate the probability of winning: Draw a card from a standard deck of cards. You win if you draw a Queen or draw a Heart. A/ Consider the following situation: 200 tennis enthusiasts were asked about which of these grand slam tournaments they have attended: US Open, Wimbledon or Australian Open. 50 attended Australian Open, 95 attended Wimbledon, 110 attended US Open, 25 attended Wimbledon and Australian Open, 30 attended US Open and Australian Open, 40 attended US Open and Wimbledon, 10 attended all three. Refer to the Venn Diagram, where A is Wimbledon, B is US Open and C is Australian Open to answer the following: Question 11 (1 point) Listen Australian Open Wimbledon a g b C US Open What letter(s) represent n (AB)? Click all that apply. 1) a 02) b 3) c 4) d 5) e 6) f 075 8) h h Question 12 (6 points) Listen Australian d Open Wimbledon g b h US Open What letter(s) represent (BUC)? Click all that apply. 1) a 2) b 3) c 4) d 5) e 6) f 8) h Question 13 (2 points) Listen Australian Open b C US Open Wimbledon g What letter(s) represent n (AUB) Click all that apply. 1) a 2) b 3) c 4) d 5) e 6) f 7) g 8) h h Question 14 (1 point) Listen Australian a Open P e f Wimbledon g b C US Open Determine the value of a. A/ h Question 15 (1 point) Listen Australian Open a d f Wimbledon g Determine the value of b. b C US Open h Question 16 (1 point) Listen Australian a Open Determine the value of c. d e f Wimbledon g C US Open h Question 17 (1 point) Listen Australian Open a b C d e US Open f Wimbledon g Determine the value of d. h Question 18 (1 point) Listen Australian a Open Determine the value of e. b C d e US Open f Wimbledon g h Question 19 (1 point) Listen Australian a Open b e Wimbledon g Determine the value of f. US Open h Question 20 (1 point) Listen Australian Open a b C P e US Open f Wimbledon g Determine the value of g. A h Question 21 (1 point) Listen Australian a Open Determine the value of h. b C P e US Open f Wimbledon g h Question 22 (1 point) Listen Australian Open a b C P e f Wimbledon g h US Open Determine the number of people that attended only one (but any one) of the three grand slam tournaments. Previous Page Next Page Page 22 of 22 S A & W McDonald's 20 10 13 14 4 Wendy's 30 S S A & W McDonald's 10 13 + 14 Wendy's 20 30 7 Outcomes Frequency 1 5 285550 23456 Total 5 25 P(C) = 3 11 8 P(CC) = 11 P(C) = P(C) = 3500 25 P(A) = 1 5 P(A) = 45 1 P(A) = = 11 10 P(A) = == 11 P(A) = = 1 P(A) 12 1 = 2 P(A) = = 6 12 P(A) = 2 17 18 16 15 6 20 20 2 14 13 12 11 10 10 5 7 6 S A a h W g P 0 f Listen b U n(WU) n(AUU)' BAYSIDE VARIETY KITCHEN + BAR Three Course $35 / Guest choice of appetizer burrata confit tomato, black garlic pesto, balsamic pork belly parsnip pure, pear, bourbon, rosemary salad butter lettuce, shaved brussel sprouts, pickled onion, pecorino, maple aioli choice of entre striploin Boz california cut, pomme pure, french beans, garlic-dijon veloute +$10 halibut herb crusted, roasted potato, broccolini, lemon-caper beurre blanc +$10 chicken pancetta stuffed supreme, polenta, corn-mushroom soccotash, pan sauce gnocchi sweet potato, sage pesto, apple, broccoli, feta, almond prime rib 12oz. pomme pure, roasted carrots, yorkshire pudding, au jus +$15 "available sunday only choice of dessert budino espresso, salted caramel, sponge toffee bread pudding chocolate, raspberry, crme anglaise Question 1 (1 point) Listen 16 15 17 18 19 14 13 12 Find the value of n(S). 20 20 1 2 3 11 10 6 8 7 5 6 Question 2 (1 point) Listen 16 15 17 18 19 14 20 20 1 2 3 13 8 12 9 11 10 7 5 6 When finding the probability of spinning an even number, find the value of n(A). Your Answer: Question 3 (1 point) Listen 16 15 17 18 19 14 20 20 1 2 3 13 12 9 11 10 8 7 10 5 6 When finding the probability of spinning a multiple of 3 or 5, find the value of n(A). Your Answer: Answer Question 4 (1 point) Listen 16 15 17 18 19 14 20 20 1 2 3 13 12 9 11 10 8 7 Find the probability of spinning a multiple of 3 or an even number. Your Answer: Answer 5 6 Question 5 (1 point) Listen For the scenario where you roll two standard 6-sided dice, if n(A') = 6, then: P(A) = 6/36 n(A') = number of ways to not roll a 7 = n(A) number of ways to roll a 7 P(A) = 5/6 P(A') = 30/36 Question 6 (1 point) Listen For the scenario where you draw a card from a deck of 52 cards, if P(A') = 4/52, then: n(A) = 4 n(A) = number of ways to not draw a 4 n(A') = 48 P(A) = 1/13 = P(A) probability of drawing an ace Question 7 (1 point) Listen Calculate the probability of winning: Roll two standard dice. You win if you get a sum of 4 or get a sum of 8. A/ Question 8 (1 point) Listen Calculate the probability of winning: Roll a standard die and then flip a coin. You win if you toss "heads" and roll a 6. Question 9 (1 point) Listen Calculate the probability of winning: Draw 2 cards from a standard deck of cards without replacement. You win if you draw a face card, then a number card in that order. A/ Question 10 (1 point) Listen Calculate the probability of winning: Draw a card from a standard deck of cards. You win if you draw a Queen or draw a Heart. A/ Consider the following situation: 200 tennis enthusiasts were asked about which of these grand slam tournaments they have attended: US Open, Wimbledon or Australian Open. 50 attended Australian Open, 95 attended Wimbledon, 110 attended US Open, 25 attended Wimbledon and Australian Open, 30 attended US Open and Australian Open, 40 attended US Open and Wimbledon, 10 attended all three. Refer to the Venn Diagram, where A is Wimbledon, B is US Open and C is Australian Open to answer the following: Question 11 (1 point) Listen Australian Open Wimbledon a g b C US Open What letter(s) represent n (AB)? Click all that apply. 1) a 02) b 3) c 4) d 5) e 6) f 075 8) h h Question 12 (6 points) Listen Australian d Open Wimbledon g b h US Open What letter(s) represent (BUC)? Click all that apply. 1) a 2) b 3) c 4) d 5) e 6) f 8) h Question 13 (2 points) Listen Australian Open b C US Open Wimbledon g What letter(s) represent n (AUB) Click all that apply. 1) a 2) b 3) c 4) d 5) e 6) f 7) g 8) h h Question 14 (1 point) Listen Australian a Open P e f Wimbledon g b C US Open Determine the value of a. A/ h Question 15 (1 point) Listen Australian Open a d f Wimbledon g Determine the value of b. b C US Open h Question 16 (1 point) Listen Australian a Open Determine the value of c. d e f Wimbledon g C US Open h Question 17 (1 point) Listen Australian Open a b C d e US Open f Wimbledon g Determine the value of d. h Question 18 (1 point) Listen Australian a Open Determine the value of e. b C d e US Open f Wimbledon g h Question 19 (1 point) Listen Australian a Open b e Wimbledon g Determine the value of f. US Open h Question 20 (1 point) Listen Australian Open a b C P e US Open f Wimbledon g Determine the value of g. A h Question 21 (1 point) Listen Australian a Open Determine the value of h. b C P e US Open f Wimbledon g h Question 22 (1 point) Listen Australian Open a b C P e f Wimbledon g h US Open Determine the number of people that attended only one (but any one) of the three grand slam tournaments. Previous Page Next Page Page 22 of 22 S A & W McDonald's 20 10 13 14 4 Wendy's 30 S S A & W McDonald's 10 13 + 14 Wendy's 20 30 7 Outcomes Frequency 1 5 285550 23456 Total 5 25 P(C) = 3 11 8 P(CC) = 11 P(C) = P(C) = 3500 25 P(A) = 1 5 P(A) = 45 1 P(A) = = 11 10 P(A) = == 11 P(A) = = 1 P(A) 12 1 = 2 P(A) = = 6 12 P(A) = 2 17 18 16 15 6 20 20 2 14 13 12 11 10 10 5 7 6 S A a h W g P 0 f Listen b U n(WU) n(AUU)' BAYSIDE VARIETY KITCHEN + BAR Three Course $35 / Guest choice of appetizer burrata confit tomato, black garlic pesto, balsamic pork belly parsnip pure, pear, bourbon, rosemary salad butter lettuce, shaved brussel sprouts, pickled onion, pecorino, maple aioli choice of entre striploin Boz california cut, pomme pure, french beans, garlic-dijon veloute +$10 halibut herb crusted, roasted potato, broccolini, lemon-caper beurre blanc +$10 chicken pancetta stuffed supreme, polenta, corn-mushroom soccotash, pan sauce gnocchi sweet potato, sage pesto, apple, broccoli, feta, almond prime rib 12oz. pomme pure, roasted carrots, yorkshire pudding, au jus +$15 "available sunday only choice of dessert budino espresso, salted caramel, sponge toffee bread pudding chocolate, raspberry, crme anglaise