Pearson Edexcel International GCSE (9–1) · PHYSICS · Section
THE TURNING EFFECT OF FORCES
24 practice questions
Practice questions
21–24 of 24
Question 21
3 marks · Normal
Answer and see the solution →A bridge is supported at both ends. A heavy truck stops near the left end of the bridge. Explain, using the principle of moments, how the upward forces at the left and right supports change as the truck moves from the left end to the centre of the bridge.
Question 22
6 marks · Hard
Answer and see the solution →A uniform metal plank of length 2.5 m and mass 4.0 kg is placed horizontally across a small stream, resting on rocks at each end (points R and S). A stone of mass 2.0 kg is placed 0.75 m from end R, as shown.
Plank and stone over stream Take gravitational field strength . Ignore the weight of the plank unless stated otherwise.
(a)[3 marks]Calculate the upward force at support S when only the stone is on the plank. (Ignore the weight of the plank.)
(b)[3 marks]Now include the weight of the plank. Calculate the new upward force at support S.
Question 23
5 marks · Hard
Answer and see the solution →A carpenter tries to lift a heavy lid off a crate using a crowbar. The crowbar is 1.2 m long. She places the fulcrum (pivot point) 0.2 m from one end. She applies a vertical downward force of 250 N at the far end of the bar (opposite the pivot).
(a)[2 marks]Calculate the moment produced by the carpenter's force about the fulcrum.
(b)[3 marks]If the lid is just lifted (i.e., the system is in balance), calculate the minimum upward force at the lid end needed to balance the moment.
Question 24
5 marks · Hard
Answer and see the solution →An athlete is balancing on a horizontal board that is supported at both ends (points L and M). The board has negligible mass. The athlete stands a distance d from support L on the 3.0 m long board. The athlete's weight is 630 N.
(a)[2 marks]Write an expression for the upward force, F_M, at support M in terms of d.
(b)[3 marks]The athlete stands 2.2 m from support L. Calculate the upward force at support M.