How does the body move if the velocity equation is v = 10 2t?

The movement of a body with constant acceleration is called uniformly accelerated. The dependence of the velocity V of the body with uniformly accelerated motion has the form: V = V0 + a * t, where V0 is the initial velocity of the body, a is the acceleration of the body, t is the time of motion.
Since in our case the dependence of the speed has the form: V = 10 + 2 * t, then the initial speed of movement is V0 = 10, the acceleration of the body is a = 2.
Uniformly accelerated motion is a motion in which the body changes its speed for equal periods of time by one and the same amount, which is called acceleration.