Find the additive inverse of 4 + 2i?
You must know the definition of addictive inverse. I have this definition: addictive inverse is the number you add to another number to get zero (if we are in complex field we are talking of complex numbers and complex zero). So the number you are looking for is -4-2i. In fact: -4-2i+4+2i0+0i Bye
The additive inverse of the expression is the negation of the expression, so the answer is -4 - 2i or -(4 + 2i) I hope this helps!
