LET...√1-i=x+iy
sqquaring 4x4-4x2-1=0
solve to get +- {√[√2+1]/2-√[√2-1]/2}
LET...√1-i=x+iy
sqquaring 4x4-4x2-1=0
solve to get +- {√[√2+1]/2-√[√2-1]/2}
after some steps i m getting
x2=√2+12
y2=√2-12
.....................what to do now.........this is becoming complicated
Let Z=√1-i Multiply nd divide by√ 2 convert it into polar form,apply de moivre's theorem Ans√(√2)*√cos pi/8-isin pi/8....???