Question

Find the difference of the complex numbers.(6 + 2i ) - (4 - 8i )A.2 + 10iB.10 - 6iC.2 - 6iD.10 + 10i

Answer 1

Given:

There are two complex numbers given as

`\begin{gathered} \left(6+2i\right) \\ and \\ \left(4-8i\right) \end{gathered}`

Required:

We need to find the difference of both complex numbers

Step-by-step explanation:

Just take i as x and substitute the numbers

`\begin{gathered} \left(6+2i\right)-(4-8i) \\ 6+2i-4+8i \\ 6-4+i(2+8) \\ 2+10i \end{gathered}`

Final answer:

Difference of both number is

`2+10i`