Solve the equation `z^2 +|z|=0` , where z is a complex number.

Solve the equation, z^(2) = bar(z) , where z is a complex number.

What is the number of distinct solutions of the equation z^(2)+|z|=0 (where z is a complex number)? (a) One (b) Two (c) Three (d) Five

The number of solutions of the equation z^(2)+z=0 where z is a a complex number,is

Solve the equation 2z=|backslash z|+2i, where z is a complex number.

for the equation 10z^(2)-4iz-m where z is complex number then find which of the following is true

Solve the equation: z^(2)+z+1=0 . Where z=x+iy.

The system of equations |z+1-i|=2 and Re(z)>=1 where z is a complex number has

solve z+2=(1)/(4-3i), where z is a complex number