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In complex numbers, why do we add 180 degrees to our answer in angle theta= arctan (b/a)? I have seen 2 problems that the first, it didn't add 180 degrees while in the
If x=180^(@),A =(pi)/(3) and B=(pi)/(6) Prove that tan(A-B)=(tanA-tanB
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Tan pi/6 - Find Value of Tan pi/6 | Tan π/6
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Tan pi/4 - Find Value of Tan pi/4 | Tan π/4
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\cdot%20\frac{180}{%CF%80}&line2=\mathrm{Solution:\:}68.19859%E2%80%A6 "arctan(5/2)*(180)/pi")
arctan(5/2)*(180)/pi
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