Grade 10 Physics · Strand 1: Mechanics and Thermal Physics · Moments and Equilibrium
Parallel Forces and Multiple Supports
A short Grade 10 Physics lesson for the CBE curriculum, part of Mechanics and Thermal Physics: Moments and Equilibrium. Learn it on any phone with notes and slides, then check yourself with a quick quiz and earn XP. This lesson is free.
Try these questions
5 questions from this lesson’s quiz. Start the lesson to answer them and see the right answers.
1. Which pair of conditions must be satisfied for a beam resting on two supports to be in complete mechanical equilibrium?
- A. Total upward force equals total downward force, and total clockwise moment equals total anticlockwise moment
- B. Total upward force is greater than total downward force, and all moments are zero
- C. The two supports carry equal forces, and the beam's weight is neglected
- D. The centre of gravity is at the base, and the supports are at the ends
2. A light horizontal beam 6 m long rests on supports at its ends, P and Q. A load of 900 N is placed 2 m from support P. Find the upward reaction force at support Q.
Type your answer (in N) in the lesson.
3. A uniform scaffold plank 5 m long weighs 300 N. It rests on supports at its ends, P and Q. A builder weighing 500 N stands 1 m from support P. Find the upward reaction force at support P.
Type your answer (in N) in the lesson.
4. When finding the reactions at two supports, why do we take moments about one of the supports?
- A. Because the support's force has zero distance from the pivot, so its moment is zero and that unknown is eliminated
- B. Because the support does not exert any force on the beam
- C. Because moments can only be taken about a support and never about any other point
- D. Because it makes the total upward force equal to zero
5. What name is given to the upward contact force that a support such as a bridge pier exerts on a beam to oppose the downward loads?
Type your answer in the lesson.
More in Moments and Equilibrium
Ready for Parallel Forces and Multiple Supports?
Create a free account to open the lesson, take the quiz and track your progress.