Find the probability of each of the following, if Z~N(μ = 0,σ =
1).
a) P(Z < -1.88)
b) P(Z > 1.51) =
c) P(-0.61 < Z < 1.54) =
d) P(| Z | >1.78) =
e) P(Z < -1.27) =
f) P(Z > 1.02) =
g) P(-0.69 < Z < 1.78) =
h) P(| Z | >1.86) =
(a) Find P [Z > 1.26]. (b) Find P [Z > -1.37}. (c) find
P[-1.25
(a)
Find P [Z > 1.26]. (b) Find P [Z > -1.37}. (c) find
P[-1.25<Z<0.37). (d) find z such that P[Z>z]=0.05. (e)
find z such that P[-z<Z<z]=0.99. (f) find the value of k such
that P[k<Z<-0.18]=0.4197
Using the standard normal distribution, find each
probability.
a) P(0 < z < 2.23)
b) P (-1.75 < z < 0)
c) P (-1.48 < z < 1.68)
d) P (1.22 < z < 1.77)
e) P (-2.31 < z < 0.32)