find distance traveled of object that is slowing down I apologize in advance because I feel like this problem is fairly simple but I can't seem to figure out what the formula would be.
Essentially, if I had an object that were traveling 60cm/second, but had an inverse force applied to it of -60cm/second, how would I calculate how much distance it would travel in 1 second before it stopping? (Ignore factors such as wind resistance, gravity, etc. Only account for velocity of the object, time, and the inverse force applied to it).

Standard uniform deceleration problem. You did mean decelerative ( negative acceleration ) $ 60 \dfrac { cm}{sec^{2}}, $
Dynamic relations are
$$ v = u + a t , s = u t + a t^2/2. $$
The latter relation is useful, plug in $ u=60, a = -60, t=1. $
