Starting to Build the Complex Numbers - Questions

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Question 1
56726

State the value of \(Re(z)\) and \(Im(z)\) for

i) \(z=2i\)

ii) \(z=-1+i\)

i) \(Rz(z)=0,\,Im(z)=2\)  ii) \(Rz(z)=-1,\,Im(z)=1\)

$$
\begin{aligned}
z=a+i b& \quad Re(2)=a, \operatorname{lm}(2)=b \\
\therefore \text { (i) }\quad &\operatorname{Re}(2)=0, \operatorname{Im}(2)=2 \\
\quad \text { (ii) }\quad &\operatorname{Re}(2)=-1, \operatorname{Im}(2)=1
\end{aligned}
$$

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