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If \[ \arg\left(\frac{z-1}{z+1}\right)=\frac{\pi}{4}, \]
then the locus of the point \(P(z)\) on the Argand plane is a
Assam CEE - 2026
Assam CEE
Mathematics
argand plane
The points represented by the complex numbers \( 1 + i, -2 + 3i, \frac{5}{3}i \) on the Argand plane are:
BITSAT - 2024
BITSAT
Mathematics
argand plane
The points represented by the complex numbers
\[ 1 + i, \quad -2 + 3i, \quad \frac{5}{3} i \]
on the Argand plane are:
BITSAT - 2018
BITSAT
Mathematics
argand plane