Use the standard normal probability table to find the value z for each of the following.
(a) P (0≤Z≤z) = 0.41 (b) P(Z≥z) = 0.25
(c) P (Z≤z)= 0.95 (d) P(-z≤Z≤z) = 0.88
(a) P(0≤Z≤z)=0.41P (0≤Z≤z) = 0.41P(0≤Z≤z)=0.41
(b) P(Z≥z)=0.25P (Z\ge z) = 0.25P(Z≥z)=0.25
(c) P(Z≤z)=0.95P (Z≤z) = 0.95P(Z≤z)=0.95
(d)P(−z≤Z≤z)=0.88P(-z≤Z≤z) = 0.88P(−z≤Z≤z)=0.88
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