Kinematic Equations: V_0, V, t, a, x

AI Thread Summary
The discussion focuses on key kinematic equations used to solve problems involving motion. It clarifies the definitions of initial velocity (V_0), final velocity (V), time (t), acceleration (a), and distance (x). The equations presented include x = V_0t + 1/2at^2, V = V_0 + at, and V^2 = V_0^2 + 2ax. A correction is made regarding the interpretation of the distance equation, emphasizing that x represents distance traveled over time t with constant acceleration. Understanding these equations is essential for accurately analyzing motion in physics.
Tom McCurdy
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Since a good amount of the posts refer to problems involving kinematics I figured this may be helpful

V_0 = Inital Velocity
V = Final Velocity
t= time
a= acceleration
x= distance

x=V_0t+\frac{1}{2}at^2

V=V_0+at

V^2=V_0^2+2ax

x= \frac{1}{2}(V_0+V)*t
 
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Assuming that you mean "x is the distance traveled in time t" and that a is a constant, then
x= V_0t+ \frac{1}{2}t^2
NOT
x= V_0t*\frac{1}{2}t^2
 
Very True... it does equal plus
 
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