it just does. okay?
The three different places on a bridge that would experience different forces are the supports (where vertical forces are highest), the center span (where compression and tension forces are highest), and the connections between bridge sections (where shear forces are highest).
that is called the net force; it is a vector sum of all the forces acting on it
Yes, an object at rest can have forces acting on it. The vertical forces acting on an object at rest would include gravity pulling it downward and the normal force from a surface pushing it upward to balance the force of gravity.
The main forces acting on a falling airplane are gravity, which pulls it downward towards the ground, and air resistance, which opposes its motion and can slow it down. Depending on the situation, other forces such as wind or turbulence may also affect the airplane's fall.
Thermal expansion means that the length of the bridge changes.
The force is said to be "equilibrant" when acting with other forces it would keep the body at rest ie in equilibrium. Hence equilibrant would be equal in magnitude but opposite in direction to the resultant of all the forces acting on the body.
That would be the net force acting on the object.
When the forces acting on an object are balanced, they cancel each other out and the result is no change in its motion.Balanced forces have no effect on motion. Unbalanced forces cause acceleration.
Yes, if a book is stationary on a table, the forces acting on it are in equilibrium. The resultant force acting on the book would be zero, as the forces are balanced and there is no net force causing any acceleration or movement.
By extending the lines of action of all the forces acting on the board and finding their point of intersection, you would get the resultant force on the board. This resultant force represents the overall effect of all the individual forces acting on the board.
The third force would need to act in the opposite direction to the resultant of the two initial forces in order to achieve equilibrium for the puck. This can be calculated by finding the vector sum of the two forces acting on the puck.
When pushing a trolley, the main forces acting on it are the force of friction between the wheels and the ground, the force of gravity acting downward, and the normal force exerted upward by the ground on the trolley to support its weight. Additionally, if the trolley is on an incline, there will be a component of the gravitational force acting parallel to the incline.