Home
Class 11
MATHS
Find the principal value of the arg(z) a...

Find the principal value of the arg(z) and |z| of the complex number `z=1 + cos ((11pi)/(9)) + i sin ((11pi)/(9))`

Text Solution

Verified by Experts

The correct Answer is:
`(-7pi)/(18)`
Promotional Banner

Similar Questions

Explore conceptually related problems

The argument of the complex number "sin"(6pi)/(5)+ i(1+"cos" (6pi)/(5)) is

The principal argument of the complex number z=(1+sinpi-icospi)/(1+sinpi+icospi) is

The principal argument of the complex number z = (1+ sin""(pi)/(3) + icos""(pi)/(3))/(1+sin""(pi)/(3) - i cos ""(pi)/(3)) is

If the conjugate of a complex number z is (1)/(i-1) , then z is

consider the complex number z=(1+i)/(1-i) Write z in a+ib form.

Find the modulus and argument of the following complex number z = -1 - isqrt3

Represent the complex number z=1+i in the polar form.

Find the value of sin((-11pi)/3)

Consider the complex number z_1 = 3+i and z_2 = 1+i .Find 1/z_2

Consider the complex number z=(1+3i)/(1-2i) .Write z in polar form.