The trigonometric form of the complex number `z = 1 + i tan alpha`, where `pi/2 < alpha < pi`, is

The argument of the complex number z=1 + i tan ""(3pi)/(5) is-

Express in the form of complex number z= (5-3i)(2+i)

Express in the form of complex number z= (5-3i)(2+i)

Express in the form of complex number z= (5-3i)(2+i)

Represent the complex number Z = (1)/(1 + i) in the polar form.

The trigonometric form of z=(1-i cot8)^(3) (where i=sqrt(-1)) is

Find the complex number z=e^(-i(2pi) in the form x+iy .

Write the complex number z = (i-1)/(cos pi/3 + i sin pi/3) in polar form.

Show that the area of the triagle on the argand plane formed by the complex numbers Z, iz and z+iz is (1)/(2)|z|^(2)," where "i=sqrt(-1).

Show that the area of the triagle on the argand plane formed by the complex numbers Z, iz and z+iz is (1)/(2)|z|^(2)," where "i=sqrt(-1).