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Question 6 (1 point) The probability that a young Canadian plays soccer in the summer is 0.57. The probability that a young Canadian plays hockey in the winter is 0.83. Assuming that these are independent events, If a young Canadian is chosen at random, what is the probability that they play hockey and soccer? () a) 0.4731 Ob) 44 ) 0.9269 ) d) not enough information to find answer Question 7 (1 point) If a satellite launch has a 97% chance of success, what is the probability of three consecutive successful launches? C) a) 0.03 O b) 2.91 ( )c)0.91 C) d) 3:97 Question 8 (1 point) A record collection consists of eight rock albums, twelve blues albums, and four classical albums. If two records are chosen random, find the probability that they are both blues? (C) a) O.17 () b) 0.083 C c) 0.239 Question 9 (1 point) The probability that Anuj will be in class is 70%. The probability that Ben is late for class is 6%. What is the probability that Anuj is away and Ben is late? O) a) 0.42 \\ b) 0,042 Oo) 76% () a) 0.018