(1-cos theta-i sin theta)

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The modulus of the complex number ((1-isqrt3)(cos theta+isin theta))/(2(1-i) (cos theta-i sin theta)) is

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Express each one of the following in the standard form a+ib , 1/(1-cos theta+2i sin theta) .

Express (1)/(1-cos theta+2i sin theta) in the form of a+ib .

Express (1)/(1-cos theta+2i sin theta) in the form x+iy.

Write the argument of (1+sqrt(3))(1+i)(cos theta+i sin theta)

If (2+i)r^(-1)={4i+(1+i)^(2)}(cos theta+i sin theta) then value of r is

If theta=pi/6, then the 10th term of the series 1+(costheta+isintheta)+(cos theta+i sin theta)^2+ …. Is