Question

what is the argument of the complex number z=-i-1/4​

Answer 1

Answer:

arg ( z1 z2) = arg ( z1) + arg ( z2)

arg ( z1 z2) = arg ( z1) + arg ( z2)...

arg ( z1 z2) = arg ( z1) + arg ( z2)...How to Find the Argument of Complex Numbers?

arg ( z1 z2) = arg ( z1) + arg ( z2)...How to Find the Argument of Complex Numbers?Find the real and imaginary parts from the given complex number. ...

arg ( z1 z2) = arg ( z1) + arg ( z2)...How to Find the Argument of Complex Numbers?Find the real and imaginary parts from the given complex number. ...Substitute the values in the formula θ = tan-1 (y/x)

arg ( z1 z2) = arg ( z1) + arg ( z2)...How to Find the Argument of Complex Numbers?Find the real and imaginary parts from the given complex number. ...Substitute the values in the formula θ = tan-1 (y/x)Find the value of θ if the formula gives any standard value, otherwise write it in the form of tan-1 itself.

Answer 2

- [ π - tan-1 (4) ] is the ✅ argument