2. Make a tree diagram of the probability of rain for three consecutive days much like in example 5.1 in the lecture. Consider rain a "success\" that has a probability of 0.25 and no rain a \"failure" that has a probability of {Hi [You can keep these numbers in {motion form if it makes calculations easier for you.) Moria-,1 \"lial.- Wet-needs} q 3: S=25I l" .r"; S JIF F 3. What is the probability that it will rain on Monday and Tuesday, but not Wednesday? 4. What is the probability that it will not rain at all? 5. What is the probability that it will rain any 2 [but only 2) of the 3 days