Question 1: Say the probability of someone random in your neighborhood having a pet rabbit is 0.20 and that the probability of someone random in your neighborhood having a typewriter is 0.25 and that the (3 Points) probability of someone random in your neighborhood having ice cream in their freezer is 0.75. If this is the case, then what is the probability that someone random in your neighborhood will have a pet rabbit but no ice cream in their freezer. (Assume independence.) 0.15 O 0.45 0.32 0 0.05 We do not have enough information to say Question 2: On average, Professor Jones puts a question about probabilities on the Critical Thinking final exam 1 out of every 8 semesters. For the past seven semesters, she has not put a question about (3 Points) probabilities on the final exam. The chances that she will put a question about probabilities on the final exam this coming semester: are lower than the previous seven semesters " are higher than the previous seven semesters O are same as the previous seven semesters We do not have enough information to say Question 3: The following is an example of: (3 Points) God is a perfectly existing being. Therefore, God exists. O magical thinking " an appeal to authority Of a circular argument O a red herring