Definition 24.8 High School Physics · Chapter 24 — Kinematics in Two Dimensions A motion is uniform rectilinear when v→\vect vv is a constant vector: straight trajectory, constant speed, a→=0→\vect a = \vect 0a=0. Then x(t)=v t+x0x(t) = v\,t + x_0x(t)=vt+x0. Uniformly accelerated motion (a=2.0 m/s2a = 2.0\,\mathrm{m}/\mathrm{s}^{2}a=2.0m/s2, v0=1.0 m/sv_0 = 1.0\,\mathrm{m}/\mathrm{s}v0=1.0m/s, x0=0x_0 = 0x0=0): each graph is the derivative of the one above — a parabola, its slope, the slope’s slope. Read in context →