As the numbers are known on the opposite and the hypotenuse, then we look for the ratio which uses both these sides (SOH CAH TOA). That ratio is the sine ratio. \(\sin (x^\circ ) = \frac{{opposite}}{{ ...

We know the hypotenuse and are trying to find the value of \(y\), which is the adjacent. From SOH CAH TOA, we see that we need to use the cosine ration. \(\cos (x^\circ ) = \frac{{adjacent}}{{ ...

you can solve almost any problem related to finding either a side length or angle measure of a right triangle. After jumping off the desk she continues to shriek 'SOH CAH TOA' while hopping and ...