(Solved): Sketch an angle \( \theta \) in standard position such that \( \theta \) has the least possible pos ...

Sketch an angle \( \theta \) in standard position such that \( \theta \) has the least possible positive measure, and the point \( (\sqrt{15}, \sqrt{10}) \) is on the terminal side of \( \theta . \) Find the values of the sx trigonometric func for the angle. Do not use a calculator. Sketch an angle \( \theta \) in standard position such that \( \theta \) has the least possible positive measure, and the point \( (\sqrt{15}, \sqrt{10}) \) is on the terminal side of \( \theta \). Choose the correct graph below Find the values of the six triponometnc functions for the angle. Select the conect choice below and, if necessary, fir in the answer box to complele your choice. A. \( \sin \theta= \) (Simplify your anwwer, including any radicals. Rationalue all dencminalors. Use integers or tactoos for aroy numbers in the exprestion.) B. The fanction is undefined.