Consider the complex number `z = (1 - isin theta)//(1+ icos theta)`.
The value of `theta` for which z is purely imaginary are

Consider the complex number z = (1 - isin theta)//(1+ icos theta) . The value of theta for which z is purely real are

Consider the complex number z = (1 - isin theta)//(1+ icos theta) . The value of theta for which z is purely real are

Consider the complex number z = (1 - isin theta)//(1+ icos theta) . The value of theta for which z is unimodular give by

Consider the complex number z = (1 - isin theta)//(1+ icos theta) . The value of theta for which z is unimodular give by

Consider the complex number z=(1-isin theta)/(1+isin theta) The value of theta for which z is purely imagianry is

Consider the complex number z=(1-isin theta)/(1+icos theta) The value of theta for nuber z is purely real is

Consider the complex number z = (1 - isin theta)//(1+ icos theta) . If agrument of z is pi//4 , then

Consider the complex number z=(1-isin theta)/(1+icos theta) If argument of z is (pi)/(4) , then

Consider the complex number z = (1 - isin theta)/(1+ icos theta) . If agrument of z is pi/4 , then (a) theta = npi, n in I only (b) theta= (2n + 1), n in I only (c) both theta= npi and theta = (2n + 1)(pi)/(2), n in I (d) none of these

The argument of the complex number z=r(sin theta+ icos theta), r gt 0 is