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What is the force needed to accelerate a mass of one kilogram one meter per second per second?
Answer:
Basically, you have defined the Newton.
Force is the vector product of mass and acceleration. For the purposes of this discussion, we'll just say that F = ma.
In the SI system, the unit of mass, m is the kilogram. Acceleration, a, is defined as the rate of change of velocity, and is expressed in meters per second squared, or m/s2.
Since F = ma, the unit of force, F, is the kilogram-meter per second squared, or kg-m/s2, which is known as a Newton, in honor of the great English scientist, Sir Isaac Newton.
So, it will take one Newton (of force) to accelerate a one-kilogram mass one meter per second squared.
Force is the vector product of mass and acceleration. For the purposes of this discussion, we'll just say that F = ma.
In the SI system, the unit of mass, m is the kilogram. Acceleration, a, is defined as the rate of change of velocity, and is expressed in meters per second squared, or m/s2.
Since F = ma, the unit of force, F, is the kilogram-meter per second squared, or kg-m/s2, which is known as a Newton, in honor of the great English scientist, Sir Isaac Newton.
So, it will take one Newton (of force) to accelerate a one-kilogram mass one meter per second squared.
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