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Provided that B is not an odd multiple of pi/2 then

tan(B) = sin(B)/cos(B).


Then, if B is measured in radians, thensin(B) = B - B^3/3! + B^5/5! - B^7/7! + ...

and

cos(B) = 1 - B^2/2! + B^4/4! - B^6/6! + ...

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