Step-by-step explanation: Correct option is A z2=z1 for z1z2 to the real z2=z1 or−z1 ⇒z1z2=z1z1=∣z1∣2 or z1z2=−∣z1∣2 also z1+z2=real which isn’t possible for z2=−z1 for z1−z1=im (z1) So,z2=z1 Reply
Step-by-step explanation:
Correct option is
A
z2=z1
for z1z2 to the real
z2=z1 or−z1
⇒z1z2=z1z1=∣z1∣2
or z1z2=−∣z1∣2
also
z1+z2=real
which isn’t possible for z2=−z1
for z1−z1=im (z1)
So,z2=z1