The point on the graph has coordinates $\left(15,8\right)$(15,8).
Find $r$r, the distance from the point to the origin.
Find $\sin\theta$sinθ.
Find $\cos\theta$cosθ.
Find $\tan\theta$tanθ.
Find $\csc\left(\theta\right)$csc(θ).
Find $\sec\left(\theta\right)$sec(θ).
Find $\cot\left(\theta\right)$cot(θ).
The point on the graph has coordinates $\left(-7,-24\right)$(−7,−24).
The point on the graph has coordinates $\left(7,24\right)$(7,24).
The graph shows an angle $a$a in standard position with its terminal side intersecting the circle at $P$P$\left(\frac{3}{5},\frac{4}{5}\right)$(35,45).