"Plot the graph of the function and find the range" help!?

Question

Heres the equation: 

y = | x - 3 | , domain = { x: 0 ≤ x ≤ 7} 

Answer 1

The absolute equation y = |x - 3|

Domain  { x : 0 ≤  x ≤  7}

Make a table

x	y = |x - 3|	(x, y)
0	y = |0 - 3|= 3	(0, 3)
1	y =|1 -  3|= 2	(1, 2)
2	y = |2 - 3|= 1	(2, 1)
3	y = |3 - 3|= 0	(3, 0)
4	y = |4 - 3|= 1	(4, 1)
5	y = |5 - 3|= 2	(5, 2)
6	y = |6 - 3|= 3	(6, 3)
7	y = |7 - 3|= 4	(7, 4)

Graph

1) Draw the coordinate plane.

2) Plot the point found in the table.

3) Connect the plotted points.

Range  { y : 0 ≤  y ≤  4}.