+267 The graph of y = f(x) is shown below. Assume the domain of f is [-4,4] and that the vertical spacing of grid lines is the same as the horizontal spacing of grid lines.
Part (a): The points (a,4) and (b,-4) are on the graph of y = f(2x). Find a and b.
Part (b): Find the graph of y = f(2x). Verify that your points from part (a) are on the graph.
Part (c): The points (c,4) and (d,-4) are on the graph of y = f(2x - 8). Find c and d.
Part (d): Find the graph of y = f(2x - 8).$ Be sure to verify that your points from part (c) are on the graph both algebraically and geometrically.
Thank you so much! If you could solve this within the next hour you would be the best person ever! :D
+129899 Here's (a) and (c)
(a) (-4, 4) and (4, -4) are on f(x)
So.... (-2, 4) and (2, -4) are on f(2x) ....so a= -2 and b = 2
(c) To find c we need to solve this
2c - 8 = -4 add 8 to both sides
2c = 4
c = 2
To find d we need to solve this
2c - 8 = 4 add 8 to both sides
2c = 12
c = 6
