Question: Mo is taking two courses this quad; Math and English. Based on previous experiences and intuition, Mo estimates his chances of passing Math as 80%,

Mo is taking two courses this quad; Math and English. Based on previous experiences and intuition, Mo estimates his chances of passing Math as 80%, while his chances of failing English as even chance. Assume that passing Math and English are independent events; write final answers only in simplest (reduced) form. #1) Which type of probability is Mo using to make his estimates? #2) What is the probability of failing (not passing) both courses? #3) What are the odds in favour of Mo failing (not passing) English? #4) What is the probability of passing exactly one of the two courses? #5) What are the odds against failing (not passing) both courses

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