Acceleration = (force)/(mass)
For the first object, A = 20/10 = 2 m/s2
For the second object, A = 30/18 = 12/3 m/s2
The acceleration of the first object is 20% greater
than the acceleration of the second one.
If net force acting on a mass decreases, the acceleration of the object decreases. But if the mass of an object were to decrease while a constant net force acted on it, its acceleration would INcrease. If the net force on the object AND the object's mass both decrease, the object's acceleration could either increase OR decrease. We'd need the actual numbers in order to calculate how it would turn out.
-- the magnitude and direction of the force acting on an object -- the mass of the object being forcefully acted upon
which are vectors? force, momentum, time, acceleration, distance.
Acceleration is the change in velocity of an object over time. Take note that velocity is a vector quantity which means that it has magnitude and direction...Thus...An object undergoes acceleration when:1. there is a change in the magnitude of the velocity (speed) of an object.2. there is a change in direction of an object.3. it changes both in direction and magnitude.
An object in motion will not change its motion unless acted on by an external force. This applies to zero motion also.
when it is acted on by a force
In this case, it is as if no force acted on the object. The object won't acceleration; if it is resting, it will continue resting, and if it is moving, it will continue moving at the same velocity.
Direction will be changed by the force caused acceleration, a=F/m.
(Force on an object) = (the object's mass) times (its acceleration)
Acceleration is a change in the speed of an object (contrary to popular belief - acceleration ban be an increase or decrease in speed). Velocity of an object only changes when acted on by an external force like a push, friction or other force. Objects in motion stay in motion until acted on by an external force
If net force acting on a mass decreases, the acceleration of the object decreases. But if the mass of an object were to decrease while a constant net force acted on it, its acceleration would INcrease. If the net force on the object AND the object's mass both decrease, the object's acceleration could either increase OR decrease. We'd need the actual numbers in order to calculate how it would turn out.
Speed is often used to mean velocity but force relates to acceleration. Newton's Second Law states that force equals mass times acceleration. F = ma The higher the force applied to an object the greater will be its acceleration. When the force is no longer applied the object continues at that velocity (speed) until acted on by an external force (which will decelerate it) External forces include wind resistance, friction, gravity.
Thrust is the quantity of force acted by a type of engine on an object which results in acceleration.
Force equals mass times acceleration (F=ma) . If an object is at a higher hight, it has more time to acceleration.
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.
Remember Newton's First Law - Unless acted on by a force, bodies at rest will stay at rest and bodies in motion will stay in motion. To be able to observe acceleration, first a force has to act on the object. So, the question should be reversed - "Will the force on an object affect the acceleration?" Answer - YES. How will it be affected? Refer to Newton's Second Law for that.
-- the magnitude and direction of the force acting on an object -- the mass of the object being forcefully acted upon