This equation explains that the final velocity (v) of an object under constant acceleration (a) is equal to the initial velocity (u) plus the product of acceleration and time (at). It shows how the velocity changes over time due to acceleration.
How does this equation explain the change in velocity of an object under constant acceleration?
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The kinematic equation v² = u² + 2as explains the change in velocity (v) of an object under constant acceleration (a). The equation demonstrates that the final velocity squared is equal to the sum of the initial velocity squared (u²) and twice the product of acceleration (a) and displacement (s). It elucidates that an object’s final velocity is influenced by its initial velocity, the rate of acceleration, and the distance it travels. This equation quantifies the relationship between these variables, providing a concise expression for understanding and predicting changes in velocity during uniformly accelerated motion.