A solid, rectangular concrete block is lying horizontally on flat ground with one of its largest sides in contact with the ground. [Figure 3.1] shows the dimensions of the block. The weight of the block is 240 N.
- (a)Calculate the pressure on the ground caused by the block.[2]
- (b)State why the total pressure on the ground underneath the block is larger than the value obtained in (a).[1]
- (c)(i)The block is of uniform density. State the height of the centre of mass of the block above the ground.[1]
- (c)(ii)The block is rotated about its lower, left-hand edge so that it comes to rest on one of its smallest sides. This is shown in [Figure 3.2]. Explain why work is done as the block is rotated.[2]
This question uses a diagram from the original paper, which isn't shown here. Open the full paper from the past papers archive to see it.
Mark scheme
Marking points from the official mark scheme (Oct/Nov 2017). The mark or mark type is shown in brackets.
- [C1] (P =) F/A or 240/(0.44 × 0.21) or 240/0.092(4)
- [A1] 2.6 x 10³ Pa
- [B1] atmospheric pressure (is acting on the block/ground)
- [B1] 0.065 m or 6.5 cm or 65 mm
- [B1] centre of mass rises
- [B1] gravitational potential energy gained
- or II
- [B1] block has weight
- [B1] force moves or something moves in direction of force or force makes block move/rotate
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