Would appreciate help with. Thankx. Find the radian measure of four angles in standard position that are coterminal with the given angle in standard position. "pi"/4 -9"pi"/7
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Originally Posted by EatDrinkKill22 Would appreciate help with. Thankx. Find the radian measure of four angles in standard position that are coterminal with the given angle in standard position. "pi"/4 -9"pi"/7 180 degrees = $\displaystyle \pi$ radians. So 1 degree = $\displaystyle \frac{\pi}{180}$ radians and 1 radian = $\displaystyle \frac{180}{\pi}$ degrees. Using those facts, can you see a way to make the conversions now?
Originally Posted by EatDrinkKill22 Would appreciate help with. Thankx. Find the radian measure of four angles in standard position that are coterminal with the given angle in standard position. "pi"/4 -9"pi"/7 ... to find coterminal angles, just add or subtract any multiple of $\displaystyle 2\pi$.
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