5054/32

Physics 5054/32May/June 2020

Cambridge O-Level · Practical Test · worked solutions for every part, with the mark scheme

4
questions
30
marks
120
minutes

Topics Observations and Measurements · Experimental Contexts · Use of Techniques, Apparatus and Materials · Analysis, Conclusions and Evaluation

Q15MObservations and MeasurementsExperimental ContextsUse of Techniques, Apparatus and MaterialsAnalysis, Conclusions and EvaluationFree sample

In this experiment you will investigate the heating of water.

You are provided with:

  • a power supply
  • a switch
  • an ammeter
  • a voltmeter
  • an arrangement of resistors to act as a heater.

The supervisor has set up the circuit shown in Fig. 1.1.

(a)

Close the switch.

Record the current II and the voltage VV.

II = ______ A\text{A}
VV = ______ V\text{V}

Open the switch.

1M
(b)

You are also provided with:

  • a beaker of water held in a clamp, boss and stand
  • a thermometer
  • a stop-watch
  • another boss and clamp.

Draw a diagram in the space provided on page 3 to show how this apparatus is arranged to measure the temperature of the water.

1M
(c)

Measure and record the temperature θ1\theta_1 of the water.

θ1\theta_1 = ______ C^\circ\text{C}

Remove the thermometer from the water.

Place the heater in the water.

Close the switch and start the stop-watch.

Open the switch at time t=200 secondst = 200\ \text{seconds}.

Remove the heater from the water.

Replace the thermometer in the water. Gently swirl the water until the reading on the thermometer stops increasing.

Measure and record the temperature θ2\theta_2 of the water.

θ2\theta_2 = ______ C^\circ\text{C}

Calculate the temperature change θ2θ1\theta_2 - \theta_1.

θ2θ1\theta_2 - \theta_1 = ______ C^\circ\text{C}

1M
(d)
(i)

Calculate the electrical energy EeE_e supplied to the heater, given that Ee=VItE_e = V I t.

EeE_e = ______ J\text{J}

1M
(ii)

Calculate the thermal energy ETE_T gained by the water. Use the equation:

ET=mc(θ2θ1)E_T = m c (\theta_2 - \theta_1)

where m=50 gm = 50\ \text{g} and c=4.2 J / (g C)c = 4.2\ \text{J / (g }^\circ\text{C)}.

ETE_T = ______ J\text{J}

1M

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