Mr. Martin's displacement can be found by calculating the net result of his movements. To do this, we can visualize his movements on a coordinate plane.
He walks 5 steps to the right (+5 on the x-axis), then 3 steps back (-3 on the y-axis), followed by 3 steps up (+3 on the y-axis), and finally 7 steps to the left (-7 on the x-axis).
His total displacement would be the net result of these movements, which would be 5 steps to the left (-2 on the x-axis) and 0 steps in the vertical direction (no net movement on the y-axis).
Therefore, Mr. Martin's displacement is 2 steps to the left.