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O-LevelPhysicsForces5054/32 · May/June 2024 · Q314 Marks

In this experiment you will investigate the balancing of a loaded metre rule. You are provided with: • a metre rule with a load of mass M fixed to it • a pivot • a set of 10g slotted masses. The position of the load has been fixed, with its centre directly above the 5.0cm mark. Do not attempt to adjust the position of the fixed load during the experiment.

  1. (a)• Place the pivot under the 50.0cm mark of the rule. • Using the 10g slotted masses, place another load of mass m = 50g on the rule. • Adjust the position of the load of mass m = 50g until the rule is as close to balanced as possible as shown in Fig. 3.1. [Figure 3.1] Measure and record, to the nearest 0.1 cm, the distance d from the centre of the 50g mass to the 50.0 cm mark on the rule when the rule is balanced. d = .................................................... cm[1]
  2. (b)It is difficult to balance the rule exactly. Describe the technique you use to make sure that your value of d is as accurate as possible.[1]
  3. (c)(i)Repeat (a) for values of mass m from 60 g to 100 g. Record all your readings in Table 3.1. Include your readings from (a). [Table 3.1][2]
  4. (c)(ii)Calculate the value of 1000/d for each value of d. Record your values of 1000/d in Table 3.1 to an appropriate number of significant figures for this experiment.[2]
  5. (d)On the grid provided in Fig. 3.2 on page 11, plot a graph of m on the y-axis against 1000/d on the x-axis. The axes do not need to start from the origin (0, 0). Draw the straight line of best fit.[4]
  6. (e)Calculate the gradient G of your line. Show all working and indicate on the graph the values you use.[2]
  7. (f)The mass M of the load fixed to the rule can be determined using the equation: M = 22.2 x G Use your value of G from (e) to calculate the mass M of the load fixed to the rule. mass M = .................................................... g[1]
  8. (g)Suggest why this method of determining the mass M of the load fixed to the rule is unsuitable if a movable load of mass m = 40g is used.[1]

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Mark scheme

Marking points from the official mark scheme (May/June 2024). The mark or mark type is shown in brackets.

  1. [1] d recorded to the nearest 0.1 cm (or nearest mm) and d < 50 cm ;
  2. [1] adjust mass (slowly) until rule tilts one way, adjust again until it (just) tilts the other way or measure the points either side of mass and divide by two to determine the position of the centre ;
  3. [1] 6 sets of data ;
  4. [1] correct trend (as m increases, d decreases);
  5. [1] 1000/d calculations correct;
  6. [1] all to 3/4 consistent significant figures ;
  7. [1] axes labelled, quantity and unit ;
  8. [1] scales linear, not awkward ;
  9. [1] points plotted accurately, to the nearest ½ square ;
  10. [1] thin best-fit straight line drawn ;
  11. [1] values indicated on the graph, ≥ ½ the line used (∆m ≥ 25) ;
  12. [1] G correctly calculated = 2.2 ± 0.2 ;
  13. [1] M correct 50.0 ± 5.0 g;
  14. [1] impossible to balance the rule / balance point is beyond the end of the rule ;

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About this question

Topic
Forces, O-Level Physics (syllabus 5054). Structured question, 14 marks.
Source
O-Level Physics, May/June 2024 Paper 3 Variant 2, question 3.

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