Cumulative Normal distribution \(\Phi_{(\mu, \sigma)}\) and probability

(a) \(X \sim \phi_{(0,1)}\); what is \(P(X \leq 1.43)\) ?

(b) \(X \sim \phi_{(0,1)}\); what is \(P(X>1.43)\) ?

(c) \(X \sim \phi_{(0,1)}\); what is \(P(X \leq-2.38)\) ?

(d) \(X \sim \phi_{(0,1)}\); what is \(P(X>-2.38)\) ?

(e) \(X \sim \phi_{(3,1.9)}\); what is \(P(X \leq 4.35)\) ?

(f) \(X\sim\phi_{(3,1.9)}\); what is \(P(X>4.35)\) ?

(g) \(X \sim \phi_{(-7,4)}\); what is \(P(X \leq 0.2)\) ?

(h) \(X \sim \phi_{(0,1)}\); what is \(P(X \in(-2.38,1.43))\) ?

(i) \(X \sim \phi_{(10,5)}\); what is \(P(X \in(8,13))\) ?