The Point $(2,4)$ Lies on the Graph of the Function $f$ Suppose the Graph Of the Graph

Short Answer

The point $(2,4)$ lies on the graph of the function $f$ . Suppose the graph of $f$ is reflected across the $y$ -axis, shifted upward 6 units, stretched vertically by a factor of 2 , compressed horizontally by a factor of 4 , and then shifted 6 units to the right. What point must lie on the transformed graph?