Given displacement (d) = 35, Final Velocity (vf) = 50, solve for the remaining unknowns in the kinematic equationsCalculate final velocity vf:
vf2 = vi2 + 2adSubtract vi2 from each side:
2ad = vf2 - vi2Divide each side of the equation by 2d
| vf2 - vi2 |
| 2d |
Cancelling 2d on the left side, we get:
| a = | vf2 - vi2 |
| 2d |
| a = | 502 - 02 |
| 35 |
| a = | 2500 - 0 |
| 35 |
a = 35.714285714286
Calculate time (t):
vf = vi + atSubtract vi from each side of the equation:
at = vf - viDivide each side of the equation by a:
Cancelling a on the left side, we get:
| t = | vf - vi |
| a |
| t = | 50 - 0 |
| 35.714285714286 |
| t = | 50 |
| 35.714285714286 |
t = 1.4
Final summary of variables:
Acceleration (a) = 35.714285714286
Displacement (d) = 35
Time (t) = 1.4
Initial Velocity (vi) = 0
Final Velocity (vf) = 50
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What is the Answer?
Acceleration (a) = 35.714285714286
Displacement (d) = 35
Time (t) = 1.4
Initial Velocity (vi) = 0
Final Velocity (vf) = 50
How does the Kinematic Equations Calculator work?
Free Kinematic Equations Calculator - Given the 5 inputs of the 4 kinematic equations, this will solve any of the equations it can based on your inputs for the kinematics.
This calculator has 5 inputs.
What 2 formulas are used for the Kinematic Equations Calculator?
at = vf - vid = ½t(vi + vf)
For more math formulas, check out our Formula Dossier
What 7 concepts are covered in the Kinematic Equations Calculator?
accelerationRate of change of the velocity with respect to time. Denoted as A(t).displacementMovement of an object from it's current positionequationa statement declaring two mathematical expressions are equalkinematic equationsPhysics Equations to predict unknown values in motionphysicsthe branch of science concerned with the nature and properties of matter and energy.timea point of time as measured in hours and minutes past midnight or noonvelocityspeed of an object in a given directionKinematic Equations Calculator Video
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