Find the value of the standard normal random variable \(z\text{,}\) called \(z_0\) such that:

(a) \(\) \(P(z \leq z_0 ) = 0.7699\)

\(z_0 =\)

(b) \(\) \(P(-z_0 \leq z \leq z_0 ) = 0.8568\)

\(z_0 =\)

(c) \(\) \(P(-z_0 \leq z \leq z_0 ) = 0.856\)

\(z_0 =\)

(d) \(\) \(P(z \geq z_0 ) = 0.0905\)

\(z_0 =\)

(e) \(\) \(P(-z_0 \leq z \leq 0 ) = 0.1842\)

\(z_0 =\)

(f) \(\) \(P(-2.26 \leq z \leq z_0 ) = 0.6250\)

\(z_0 =\)