No. There may be forces on the body but they are balanced so that the net force is zero. For example a plate on a table is not accelerating but there is a gravity force towards the earth and the table creates a balancing force. Thus the plate just sets there not accelerating. This Newton's Third Law in action.
No, it is also possible that there are external forces, that cancel exactly. In fact, this is the usual case; for example, if a book rests on the table, gravity pulls the book down, but the table pushes the book up.
No, it is also possible that there are external forces, that cancel exactly. In fact, this is the usual case; for example, if a book rests on the table, gravity pulls the book down, but the table pushes the book up.
No, it is also possible that there are external forces, that cancel exactly. In fact, this is the usual case; for example, if a book rests on the table, gravity pulls the book down, but the table pushes the book up.
No, it is also possible that there are external forces, that cancel exactly. In fact, this is the usual case; for example, if a book rests on the table, gravity pulls the book down, but the table pushes the book up.
No, it is also possible that there are external forces, that cancel exactly. In fact, this is the usual case; for example, if a book rests on the table, gravity pulls the book down, but the table pushes the book up.
No. There may be a number of forces acting on it, but they may be canceling each other out.
You can say that the net force acting on the object is zero.
In that case, the sum of forces on the object is zero.
They're balanced.
Yes.
the mass (m) of an object times its acceleration (a) is the force (f) exerted on the object. f=ma
inertial mass
Mass
When an object is at rest, the forces acting upon it are balanced - there are no unbalanced forces.
If the sum of the forces on an object do not equal zero, then the object will experience acceleration.
Changing the magnitude or direction of forces exerted on an object changes the net force (sum of all forces) exerted on the object. The net force exerted on an object is defined as mass times acceleration (F = ma), where mass, m, is constant. This means that when the net force exerted on the object changes in magnitude (or direction), its acceleration will also change in magnitude (or direction). In addition, acceleration is defined as the change in velocity, so when the magnitude (or direction) of acceleration changes, the magnitude (or direction) of velocity will also change.
His Second Law.
an object's mass
Action-Reaction Forces.
That's the object's acceleration.
The force exerted on a scale by an object and other forces acting.
un-accelerated
Balanced forces do not change its motion (no acceleration). Unbalanced forces changes the motion of the object (acceleration).
the mass (m) of an object times its acceleration (a) is the force (f) exerted on the object. f=ma
An object at rest has zero acceleration. If the set of forces acting on a moving object is balanced, then the moving object also has zero acceleration.
inertial mass
Balanced forces do not change its motion (no acceleration). Unbalanced forces changes the motion of the object (acceleration).