DETAILS HARMATHAP12 5.1.028. Given f(x) = 2-X. Graph y = f(x) and y = mf(x) = m(2-*) for each m, where m = -6, -4, 3, and 8. y 10 10 8 8X 6 6/ 4 2 2 X X -2 2 4 2 4 4 -4 -2 2 4 -2 -21 -2 -4/ -6/ - 6 -6 L 6 -8 -8 - 8 8 O -10 -10 -10 10 Explain the effect that different values of m have on the graphs. The graphs y = mf(x) are the same as y = f(x) but are vertically shifted m units on the y-axis. O The graphs y = mf(x) are the same as y = f(x) but are horizontally shifted m units on the x-axis. O When m > 1, the graphs y = mf(x) have same basic shape as the reflection in the x-axis of f(x) and pass through (0, m). For m 1, the graphs y = mf(x) have same basic shape as f(x) and pass through (0, m). For m