In that case, the force is proportional to the acceleration.
Force = (mass) times (acceleration) Constant force produces constant acceleration.
F=ma, force = mass x acceleration. Therefore, more mass means more force is required.
If the applied force is constant, the acceleration will also be constant. To know the actual amount of acceleration, you divide the force by the mass.
The force on a mass moving at a constant speed and direction is 0.
force= mass times acceleration
Force = Mass x Acceleration
If acceleration is kept constant but you vary the mass, the force will vary in direct proportion to the mass. If the mass increases, the force will also increase, and if the mass decreases the force will also decrease. Newton's 2nd Law, illustrated by the equation F=ma, illustrates this.
It depends ... If the body is accelerating uniformly with a constant acceleration a ....then the Force is a constant force.... But if it is accelerating non uniformly....then the Force is not constant...The 2nd law says F=m*a where m is mass of the body...
because mass has no relativity with attraction so that gravitation force is constant
For a given mass, the acceleration is directly proportional to the net force acting on the mass, and is in the same direction as the net force. In other words, the larger the net force acting on an object, the greater its acceleration. When the net force is zero, the object is either at rest or moving with a constant velocity.
Directly. (F = m a) If a (acceleration) is a constant then the relationship between farce and mass is constant.
It depends on the force. The acceleration due to gravity (for small objects) is essentially independent of mass, although air friction may be worse for very small objects. If, however, you have a constant force. F = MA Force = Mass * Acceleration. Divide each side by mass and you get: Acceleration = (Force / Mass) So, for constant force, the more mass an object has, the less acceleration. Or, you could say that for constant force, the acceleration is inversely proportional to the mass.