1. The problem statement, all variables and given/known data Show the area under the curve of v(t) is equal to the displacement from t1 to t2 2. Relevant equations x/t = v 3. The attempt at a solution Integrate V(t) = vt dt (v/2)*t^2]t1 to t2 (v/2)*t1^2 - (v/2)*t2^2 Not sure if that is good enough or how toactually show it. To find the area you take the integration and v(t) is just the derivative of x(t) but im not how to show it exactly.