Forces can be added if they are in the same direction. If they are in opposing directions, then they are subtracting, and if they are in directions less that 180 degrees, then the rules of geometry are applied to find the total force.
Only when in the same orientation, if they are not you will need to transform them into their x and y components, when all the forces have been transformed they can then be added. The two component forces can then also be added together to give you a vector force.
forces are added if they are in the same direction otherwise you must use the sine or cosine to resolve its components to x and y directions
When appropriate.
When they are acting in the same direction
acting on the same object.
electrostatic forces-apex
Solids are held together but different types of intermolecular forces. The nature of these forces depends on the compound. In nonpolar substances, only dispersion forces at work. In polar compounds, dipole-dipole forces also hold the molecules together. Since dipole-dipole forces are stronger than dispersion forces, polar compounds usually have a higher melting point than nonpolar ones.
Gravitational force (gravity) acting downwards and the normal force of the table acting on the cup upwards. These two forces when added together equal zero. Therefore, there is no movement. They keep that cup and its contents in position.
Electro-magnetic.
Van der Vaals's forces of attraction are responsible for holding together atoms of an element.
Yes, it is true
forces can be added together only if they are
Added together.
Added together.
Added together.
Added together.
re connection
force
their magnitudes are added together, resulting in a stronger force
No. When two forces act in the same direction, they can be added together. It is only when two identical forces act in opposite directions that they cancel each other out.
forces can be added only when they both are going in the same direction as 2n + 2n = 4n of force in the same direction if they are 2 facing forces they would have had to be subtracted, which ever force is greater that will be the momentum of the force
net force