Easily calculate force, mass, or acceleration using Newton's Second Law. Boost accuracy, solve faster, and feel confident in every physics calculation.
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Newton's Second Law is fundamental to classical mechanics. It defines the relationship between force, mass, and acceleration:
F = ma
Where:
The law originates from Newton’s definition of momentum:
F = d(mv)/dt
Assuming mass is constant:
F = m * dv/dt = ma
This explains how force changes the motion of objects proportionally to their mass and the acceleration applied.
Try it now—discover just how simple solving motion equations can be!
Known Values | Unknown | Result |
---|---|---|
Mass = 5 kg Acceleration = 2 m/s² | Force | 10 N |
Force = 10 N Acceleration = 2 m/s² | Mass | 5 kg |
Force = 10 N Mass = 5 kg | Acceleration | 2 m/s² |
Mass = 0.5 kg Acceleration = 100 m/s² | Force | 50 N |
Mass = 0 kg Acceleration = 5 m/s² | Force | 0 N (idealized test case) |
Force = 0 N Mass = 1000 kg | Acceleration | 0 m/s² (static object) |
Force = 5 N Mass = 0.01 kg | Acceleration | 500 m/s² |
Force = 980 N Mass = 100 kg | Acceleration | 9.8 m/s² (free fall) |