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# Kinematic Equations for Uniform Acceleration

This calculator will help you to solve uniform acceleration problems using kinematic equations This content is licensed under Creative Commons Attribution/Share-Alike License 3.0 (Unported). That means you may freely redistribute or modify this content under the same license conditions and must attribute the original author by placing a hyperlink from your site to this work https://planetcalc.com/981/. Also, please do not modify any references to the original work (if any) contained in this content.

This calculator will help you to solve all types of uniform acceleration problems using kinematic equations.

As you may know, there are two main equations of motion for uniform acceleration

Thus, we have five motion parameters: initial velocity Vo, final velocity V, acceleration a, time t and displacement S, and two equations. The obvious conclusion - we need three known parameters and two unknown parameters to use these equations.
As Combinatorics – combinations, arrangements and permutations tells us, the number of combinations of 3 from 5 is 10, so there are ten types of problems at all; each has a different set of known parameters.

This calculator allows you to enter any three known parameters and use the "-" symbol to denote unknown, and it kindly finds unknown ones. BTW, by default acceleration has the value of gravity g, making it a free-fall problem #### Kinematics. The Equations for Uniform Acceleration

Digits after the decimal point: 2
Initial velocity, Vo

Final velocity, V

Acceleration, a

Time, t

Displacement, S

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