Identify "Hypotenuse", "opposite side", and "Adjacent side" for the angle $R$ in the given triangle.

Identify "Hypotenuse", "opposite side", and "Adjacent side" for the angle $X$  in the given triangle.

Identify "Hypotenuse", "opposite side", and "Adjacent side" for the given angle in the given triangle.

For angle $Y$

Write lengths of "Hypotenuse", "opposite side", and "Adjacent side" for the given angle in the given triangle.

For angle $C$

Write lengths of "Hypotenuse", "opposite side", and "Adjacent side" for the given angle in the given triangle.

For angle $A$

Find $\sin C$ in the adjacent triangle. 

Find $\cos C$ in the adjacent triangle expressed as a fraction.

Find $\tan C$ in the triangle. 

In a triangle $XYZ, \angle Y$ is right angle, $XZ=17 \mathrm{cm}$ and $YZ=15 \mathrm{cm}$, then find $\sin X$