If the probability of seeing moose in a day in a certain region of Alaska is 0.29, what is the probability of not seeing any moose in a day there?
1.00 - 0.29 = ?
To find the probability of not seeing any moose in a day, we subtract the probability of seeing a moose (0.29) from 1. This is because the probability of an event happening plus the probability of that event not happening must equal 1.
So, the probability of not seeing any moose in a day in that region of Alaska would be:
1 - 0.29 = 0.71
Therefore, the probability of not seeing any moose in a day in that region is 0.71 or 71%.
P(E) = 29/100 = .029
0.029 for E
Therefore P(not 0.29) = 1 - P (29/100)
= 1 - P (0.29)
= -0.29
Answer: -0.29