1) Draw the angle in standard position: \(α \ = \ -320°\)
\(\color{red}{-320° \ + \ 360° \ = \ 40°}\)
![Standard Position](/Images/Article/Standard_Position(66620).png)
2) Draw the angle in standard position: \(α \ = \ -490°\)
\(\color{red}{-490° \ + \ 360° \ = \ 130°}\)
![Standard Position2](/Images/Article/Standard_Position2(7554).png)
3) Draw the angle in standard position: \(α \ = \ \frac{31π}{18}\)
\(\color{red}{\frac{31π}{18} \ \times \ \frac{180}{π} \ = \ 310°}\)
![Standard Position3](/Images/Article/Standard_Position3(9319).png)
4) Draw the angle in standard position: \(α \ = \ \frac{11π}{6}\)
\(\color{red}{\frac{11π}{6} \ \times \ \frac{180}{π} \ = \ 330°}\)
![Standard Position4](/Images/Article/Standard_Position4(7678).png)
5) Draw the angle in standard position: \(α \ = \ -\frac{38π}{9}\)
\(\color{red}{-\frac{38π}{9} \ \times \ \frac{180}{π} \ = \ -760°}\)
\(\color{red}{-760° \ + \ 360° \ = \ -400°}\)
\(\color{red}{-400° \ + \ 360° \ = \ -40°}\)
\(\color{red}{-40° \ + \ 360° \ = \ 320°}\)
![Standard Position5](/Images/Article/Standard_Position5(27720).png)
6) Draw the angle in standard position: \(α \ = \ -\frac{55π}{18}\)
\(\color{red}{-\frac{55π}{18} \ \times \ \frac{180}{π} \ = \ -550°}\)
\(\color{red}{-550° \ + \ 360° \ = \ -190°}\)
\(\color{red}{-190° \ + \ 360° \ = \ 170°}\)
![Standard Position6](/Images/Article/Standard_Position6(65558).png)
7) Draw the angle in standard position: \(α \ = \ -\frac{23π}{9}\)
\(\color{red}{-\frac{23π}{9} \ \times \ \frac{180}{π} \ = \ -460°}\)
\(\color{red}{-460° \ + \ 360° \ = \ -100°}\)
\(\color{red}{-100° \ + \ 360° \ = \ 260°}\)
![Standard_Position7](/Images/Article/Standard_Position7(92054).png)
8) Draw the angle in standard position: \(α \ = \ - 440°\)
\(\color{red}{-440° \ + \ 360° \ = \ -80°}\)
\(\color{red}{-80° \ + \ 360° \ = \ 280°}\)
![Standard Position8](/Images/Article/Standard_Position8(64023).png)
9) Draw the angle in standard position: \(α \ = \ - 390°\)
\(\color{red}{-390° \ + \ 360° \ = \ -30°}\)
\(\color{red}{-30° \ + \ 360° \ = \ 330°}\)
![Standard Position9](/Images/Article/Standard_Position4(7678).png)
10) Draw the angle in standard position: \(α \ = \ -\frac{5π}{2}\)
\(\color{red}{-\frac{5π}{2} \ \times \ \frac{180}{π} \ = \ -450°}\)
\(\color{red}{-450° \ + \ 360° \ = \ -90°}\)
\(\color{red}{-90° \ + \ 360° \ = \ 270°}\)
![Standard Position10](/Images/Article/Standard_Position10(76423).png)