1. A point (2,-1) is on the function f(x). If the function was stretched vertically by a factor of 3, reflected on the y-axis, and shifted down by 4 units, where would the point be mapped to on the transformed function?

2. A point (3,5) on the original function f(x) is mapped to (-4,0) on the transformed function

y = a f (k (x d )) + c What kind of transformations did the original function undergo? You must include a stretch/compression, reflection and translation (shift).