Question

f(x) = (x - 5)^2 + 1
x | f(x)
2 |
3 |
4 |
5 |
6 |
(there is a coordinate grid for graphing and drawing tools instructions: click on a tool to begin drawing, select point, undo, reset)

Explanation:

Answer:

For \(x = 2\): \(f(2)=(2 - 5)^3+1=(-3)^3 + 1=-27 + 1=-26\)
For \(x = 3\): \(f(3)=(3 - 5)^3+1=(-2)^3 + 1=-8 + 1=-7\)
For \(x = 4\): \(f(4)=(4 - 5)^3+1=(-1)^3 + 1=-1 + 1=0\)
For \(x = 5\): \(f(5)=(5 - 5)^3+1=0^3 + 1=1\)
For \(x = 6\): \(f(6)=(6 - 5)^3+1=1^3 + 1=2\)