Question

Find the additive inverse of -7+5i.

Answer 1

Answer:

Required additive inverse is $-7-5i$.

Step-by-step explanation:

Given number is $-7+5i$.

Now we need to find about what is that additive inverse of the given number $-7+5i$.

We know that if complex number is $a+bi$ then it's additive inverse is given by $a-bi$.

Basically we need to change the sign of imaginary term.

imaginary term in given number $-7+5i$ is +5i.

Changing sign of +5i gives -5i.

Hence required additive inverse is $-7-5i$.