I need help to get the 4 poles in
1/(1+z^4)
where z is a complex variable.
Anyone?
Haha, Mas Selamat, why have maths problem again huh ? The expansion of 3 variables still cannot help you to escape from the detention house ? Need to learn more maths to plan the escape huh ? ![]()
ya lor...this time I need to be in the complex realm to be free of my troubles...
x,y,z....i,j,k....![]()
Oh, so you must be planning a very complex route of escape, understood. OK.
So, you need someone to help you with this complex maths question to plan the complex route of escape lah. ![]()
not sure if my method is correct
1 + z^4 = 0
z^4 = -1
z^2 = ±i
Since i = e^(iπ/2) using Euler's formula,
z^2 = e^(iπ/2) or z^2 = -e^(iπ/2)
z = ±e^(iπ/4) or z = ± i e^(iπ/4)
z = ±(cos π/4 + i sin π/4) or ±( - sin π/4 + i cos π/4)
change the sin and cos π/4 to 0.707 can le