Final answer:
In the equation y = 2sin(x-π/4), the horizontal shift is π/4 to the right and the vertical shift is 2 units upwards.
Step-by-step explanation:
In the equation y = 2sin(x-π/4), the horizontal shift is determined by the value inside the sine function. In this case, the horizontal shift is π/4 to the right. This means that the graph is shifted to the right by a distance of π/4 units.
The vertical shift is determined by the constant term outside the sine function, in this case, 2. The graph is shifted vertically upwards by 2 units.