Answer:
40m
Explanation:
The traveled distance is just the sum of each traveled distance:
T=60m+80m=140m
The displacement is the distance between the final point and the initial point, in this case it will be the hypotenuse of a right angle, so we calculate this distance with Pythagoras' Theorem:
[tex]D=\sqrt{(60m)^2+(80m)^2}[/tex]=100m
The difference between the traveled distance and the displacement is thus
T-D=140m-100m=40m
