Question

additive inverse of complex numbers , 5​

Answer 1

Answer:

additive Inverse of 5 is "-5"

Step-by-step explanation:

Please mark me brainlist answer please please please please please

Answer 2

We know that the sum of any number and its additive inverse of that number is zero.

To find: Additive Inverse of the Complex Numbers:

Let take the complex numbers Z = X + iy and its inverse be Z-1 = a + ib

Step 1: Now add the Z and Z-1, we get

Z + Z-1 = (X + iy) + (a + ib) = 0

Step 2: Combine Like term, we get

(X + a) + i (y + b) = 0

Step 3: By using zero product property, we can equating as

X + a = 0 and i (y + b) = 0

X = -a and y = -b

Thus the additive inverse of the complex numbers X + iy = -X – iy

hope it's helpful for u guys