1.1. For the standard normal distribution $Z\textasciitilde{}N(0,{1}^{2})$, use the table of $z$-values to find:

(i) $P(Z<1.5)$

(ii) $P(Z>-0.8)$

(iii) \(P(-2.1

1.2. The random variable $X\textasciitilde{}N(2,0.{1}^{2}).$ 

Using the coding relationship between $X$ and $Z$, find the values of $a$, $b$, $c$ and $d$ such that:

(i) P(X</p><p style="line-height: 1.7" class="text-lg tracking-wide font-normal leading-relaxed">(ii) \(P(X>b)=P(Z>-0.8)

(iii) \(P(c