tell the answer of Q 15
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we know that when z is real
z= z conjugate as y=0
so
3+2i sin ]x / 1-2i sin x= 3-2i sin x / 1+2i sin x
{3+2i sin] x(1+2i sin x)= {3-2i sin x](1-2i sin x)
3+ 6isin x+2i sin x -4 sin^2 x= 3-8isinx -4 sin^2 x
so 3+ 8i sin x= 3 - 8i sin x
so
sin x= - sin x
only possible when x=n*pi
z= z conjugate as y=0
so
3+2i sin ]x / 1-2i sin x= 3-2i sin x / 1+2i sin x
{3+2i sin] x(1+2i sin x)= {3-2i sin x](1-2i sin x)
3+ 6isin x+2i sin x -4 sin^2 x= 3-8isinx -4 sin^2 x
so 3+ 8i sin x= 3 - 8i sin x
so
sin x= - sin x
only possible when x=n*pi
Yash1951:
wrong
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