UP TGT Mathematics Complex Numbers Test Series - Part 5

The imaginary part of tan(x + iy) is given by:

Type: MCQ • Marks: 1
The imaginary part of tan(x + iy) is given by:
Options
A. sin(2x) / (cosh(2y) + cos(2x))
B. cosh(2y) / (cosh(2y) + cos(2x))
C. cos(2y) / (cosh(2y) - cos(2x))
D. sinh(2y) / (cosh(2y) + cos(2x))
Explanation
Imaginary part of tan(x + iy) is sinh(2y) / (cosh(2y) + cos(2x)).
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