2022 MGS Physics Paper 3 (Answers)

Question Answer Marks 1(a) MMO h in the range of 6.5 to 6.9 cm with a precision of 0.1 cm and correct unit given. Show working of more than one measurement of the height is taken and average is determined. 1 1 1(b)(i) (b)(ii) MMO Show at least 2 sets of readings obtained and average is determined. average t1 = 2.32 s x1 = 0.989 m. Answers to correct precision and unit 1 1 1(c)(i)(ii) MMO Show at least 2 sets of readings obtained and average is determined. average t2 = 1.64 s X2 = 0.489 m. Answers to correct precision and unit 1 1(d) PDO Correct s.f. (2 or 3 s.f.) Correct unit written Accuracy to between 0.135 m/s2 to 0.289 m/s2. (Human reaction time error is ± 0.3 s) 1 1 1(e) ACE Based on the students’ value and give an appropriate justification 1 1 (f) ACE The angle θ can be increased by moving block B towards the centre of gravity of the metre rule. 1 1 h x θ

2(a) (i) (ii) MMO V = 75.0 cm3 (Correct precision and unit used) Τ i is a sensible room temperature value precise to 0.5 °C with correct unit 1 2(b) (i) (ii) MMO Final temperature of liquid = 68.0 °C ∆T = 43.0 °C. Correct subtraction, precision and unit 1 2(c) PDO P = (43.0 x 75.0 x 1.05 x 4.0) / (2.0 x 60) = 110 W or 113 W Correct substitution of values. Working must be shown Correct s.f. (2 or 3 s.f.) Correct unit written 1 2(d) ACE Reduce the time taken to heat the liquid. By reducing the time, the final temperature will be lower and hence less thermal energy is lost to the surrounding. The change in temperature recorded will be more accurate. Or: Bring the Bunsen burner nearer to the beaker when heating so that less thermal energy is lost to the surrounding. The change in temperature recorded will be more accurate. 1 1 2(e) Independent variable: volume of liquid Dependent variable: change in temperature Control variable: 1. Initial temperature of the liquid. Start the investigation at the same room temperature. 2. time taken to heat the liquid. Keep this time to 2.0 minutes Procedure: 1. Measure the volume, V = 50 cm3 of liquid A and transfer it into the 100 cm3 beaker. Measure and record the temperature, Ti of the liquid. 2. Calculate and record 1/V. 3. Heat the beaker of liquid strongly for time t = 2.0 minutes using a Bunsen burner. At the end of 2.0 minutes, measure and record the final temperature of the liquid, Tf. 4. Calculate the change in temperature of the liquid, ∆T. 5. Repeat step 1 to 4 for five more different sets of volume of liquid A. 6. Plot a graph of change in temperature, ∆T against volume of liquid, 1/V. 2 1 1 1 ∆T / °C 1/V / cm-3

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