Find a value of the standard normal random variable z , call it z0, such that the following probabilities are satisfied.

a. P(z less than or equals z 0)equals 0.0318

b. P(minus z0 less than or equals z less than or equals z0) equals 0.95

c. P(minus z0 less than or equals z less than or equals z0) equals 0.90

d. P(minus z0 less than or equals z less than or equals z 0) equals0.8634

e. P(minus z0 less than or equals z less than or equals 0) equals 0.2973

f. P(minus 2 less than z less than z 0) equals 0.9619

g. P(z less than z0)equals 0.5

h. P(z less than or equals z0) equals 0.0084