If A(-6,-1) lies on the graph of h(x), find A^1 on the graph of j(x) if j(x) = h(3-x) + 4
Not quite sure what's what here, but I'll take a stab at it.
h(-6) = -1
so, if 3-x = -6: x = 9
j(9) = h(-6)+4 = 3
A' = (9,3)
h(-6) = -1
so, if 3-x = -6: x = 9
j(9) = h(-6)+4 = 3
A' = (9,3)