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Question 5
Figure 7 shows two of the forces acting on a uniform ladder resting against a vertical wall. The ladder is at an angle of 60° to the ground. *Explain how Figure 7 s... show full transcript
Step 1
Answer
Figure 7 illustrates that the force from the wall acts horizontally, perpendicular to the ladder, indicating no component of the force is acting along the wall. This implies that there is no need for friction to prevent slipping, as the forces are balanced.
Step 2
Answer
An arrow pointing upwards from the point of contact between the ladder and the ground should be drawn, indicating the direction of the resultant force from the ground acting on the ladder. The arrow should be labeled 'G'.
Step 3
Answer
To calculate the resultant force, we can use the principle of moments. The weight of the ladder is 390 N, acting at its center, which is 4 m from either end. The vertical component can be calculated as follows:
Using the sine component, we have:
Thus, the resultant force from the wall can be calculated as:
Step 4
Answer
When someone climbs the ladder, the following changes occur:
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