Primerjaj vrednosti tangensa in kotangensa za kota $\alpha$ in $2\pi-\alpha$.
| a) $\tan 330^\circ$ | b) $\cot 300^\circ$ | c) $\tan 1035^\circ$ | ||||
| č) $\cot (-1035^\circ$) | d) $\tan (-\frac{53\pi}{3})$ | e) $\cot \frac{41\pi}{6}$ |
Primerjaj vrednosti tangensa in kotangensa za komplementarna kota $\alpha$ in $\frac{\pi}{2}-\alpha$.
Povzemimo vrednosti tangensa in kotangensa za pare kotov.
$\tan (\pi-\alpha)=-\tan\alpha$ in $\cot (\pi-\alpha)=-\cot\alpha$
$\tan (\pi+\alpha)=\tan\alpha$ in $\cot (\pi+\alpha)=\cot\alpha$
$\tan (2\pi-\alpha)=-\tan\alpha$ in $\cot (2\pi-\alpha)=-\cot\alpha$
$\tan (\frac{\pi}{2}-\alpha)=\cot \alpha$ in $\cot (\frac{\pi}{2}-\alpha)=\tan \alpha$