The acceleration of the object increases.
If the mass of an object increases, what happens to the acceleration?
it gets decreased
Acceleration is a net force that is inversely dependent on mass, therefore if an object's mass decreases, acceleration increases.
Assuming that mass stays constant, a decrease in force will result in a corresponding decrease in the acceleration of the object being acted upon by the force.
If you increase the force on an object acceleration increases . As F = m*a, where F = Force , m = mass of the object & a = acceleration
Force equals mass times acceleration, so an alternative formula is acceleration equals force divided by mass. Therefore if the mass is decreased, the acceleration goes up. Thus a 100 HP engine on a motor cycle produces more acceleration than the same engine on a car.
If you increase the force on an object acceleration increases . As F = m*a, where F = Force , m = mass of the object & a = acceleration
Force = Mass * Acceleration (F = m * a)Therefore, if the mass of an object is increased, then the force required to accelerate to a given velocity will be greater. If the mass is decreased, then the force required to accelerate that object to a given velocity will become smaller.
Force equals mass times acceleration, so an alternative formula is acceleration equals force divided by mass. Therefore if the mass is decreased, the acceleration goes up. Thus a 100 HP engine on a motor cycle produces more acceleration than the same engine on a car.
The acceleration of the object doubles when you halve the mass, assuming the force applied remains constant. This is because acceleration is inversely proportional to mass according to Newton's second law of motion (F = ma).
Acceleration can change when the force acting on an object changes. This force can be increased, decreased, or applied in a different direction to alter the acceleration of an object. Changing the mass of the object also affects its acceleration as described by Newton's second law, F = ma.
It increases. (Standard rocket science.)