With sinα=35\sin\alpha = \frac{3}{5}sinα=53 and cosβ=513\cos\beta = \frac{5}{13}cosβ=135 (both in the first quadrant), find sin(α+β)\sin(\alpha+\beta)sin(α+β).
6365\dfrac{63}{65}6563
5665\dfrac{56}{65}6556
3365\dfrac{33}{65}6533
1665\dfrac{16}{65}6516