A ladder of 6m long rests along a smooth wall at 25" from the wall. The floor on which the ladder rests is rough. Standing half way up the ladder is a woman of mass 75kg. Assuming the ladder does not slip. Determine by graphical solution
a. The reaction between the ladder and the wall.
b. The reaction of the floor and the ladder.
The reaction force of a ladder against a wall is the force exerted by the wall on the ladder in response to the ladder pushing against the wall.
The reaction force of a ladder against a wall can be calculated using Newton's Third Law of Motion, which states that for every action, there is an equal and opposite reaction.
Yes, the angle of the ladder will affect the reaction force. The greater the angle of the ladder, the greater the reaction force will be.
It is important to consider the reaction force of a ladder against a wall in order to ensure the stability and safety of the ladder and the person using it. Knowing the reaction force can help determine if the ladder is securely positioned against the wall.
Yes, there are several factors that can affect the reaction force of a ladder against a wall, such as the weight and position of the person on the ladder, the material and condition of the ladder, and the strength and stability of the wall. It is important to consider all of these factors when using a ladder against a wall.