The probabilities for the standard normal random variable are (a) P(Z > 1.47) = 0.070781 and (b) P(Z > -0.6) = 0.72575
Finding the probabilities for the standard normal random variable
From the question, we have the following parameters that can be used in our computation:
(a) P(Z > 1.47)
(b) P(Z > -0.6)
For a standard normal Distribution, we have that
Mean = 1
Standard deviation = 0
Using the Normal Distribution Table. we hae the following readings
(a) P(Z > 1.47) = 0.070781
(b) P(Z > -0.6) = 0.72575
Hence, the probabilities are (a) P(Z > 1.47) = 0.070781 and (b) P(Z > -0.6) = 0.72575