Jackson goes to the gym 0, 2, or 3 days per week, depending on work demands. The expected value of the number of days per week t
hat Jackson goes to the gym is 2.05. The probability that he goes 0 days is 0.1, the probability that he goes 2 days is , and the probability that he goes 3 days is .
Alrighty, lets say he did this in a month. Probablity always equals one in this scenario. So: 1-.1=.9 He needs more time at 3 days so: 3 days > 2 days The equality has to be bigger on three so It can be .46 or bigger. Yet we want concise, clear answers: .1 (zero), .23 (two) .67 ( three)
