The additive inverse of the complex number a+bi is -a-bi. The sum of a complex number and its additive inverse is zero.

Example: (5+4i)+(-5-4i)=0

What is the additive inverse of –2 + 8i?

2 + 8i

–2 – 8i

2 – 8i

–2 + 8i

Respuesta :

I think it is 2-8i
Hope this helps

A complex number is said to be additive if  the sum of a complex number and its additive inverse is zero. The additive inverse of the complex number is 2+ 8i

What are additive inverses?

A complex number is said to be additive if  the sum of a complex number and its additive inverse is zero.

For instance the the additive inverse of the complex number a+bi is -a-bi.

Given the comlex number -2 + 8i, the additive inverse is expressed as:

Additive inverse = -(-2 - 8i)

Additive inverse = 2 + 8i

Hence the additive inverse of the complex number is 2+ 8i

Learn more on additive inverse here; https://brainly.com/question/3402614

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