KAKAMEGA NORTH SUBCOUNTY JOINT EXAMINATIONS KCSE Trial Exam

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1 Name:... Index No:. Candidate s signature Date KAKAMEGA NORTH SUBCOUNTY JOINT EXAMINATIONS KCSE Trial Exam 232/2 PHYSICS PAPER 2 JULY 2018 2 Hours INSTRUCTIONS: Write your name and index number in the spaces provided above. This paper consists of TWO sections: A and B. Answer ALL the questions in sections A and B in the spaces provided. All working MUST be clearly shown in the spaces provided in this booklet. KNEC mathematical tables and non programmable silent calculators may be used. Physical Constants Speed of sound in air = 330m/s Refractive index of water = 4 / 3 For Examiner's Use Only Section Question Maximum Score A 1-13 25 14 5 15 9 16 18 B 17 16 18 10 Total Score 80 Candidate's Score This paper consists of 10 printed pages Candidates should check the question paper to ensure that all the pages are printed as indicated and no questions are missing.

2 SECTION A (25 Marks) Answer all the questions in this section in the spaces provided below each question 1. Sketch the magnetic field for a conductor shown in the figure below. 2. State one similarity and one difference between a camera and a human eye. 3. State one factor which does not change as water waves move from shallow to deep end. (1mk) 4. A girl standing 200m from the foot of a high wall claps her hands and the echo reaches her 1.16 seconds later. Calculate the velocity of sound in air using this observation. (3mks) 5. With the aid of a diagram, explain why convex mirror is preferred for use in supermarkets for surveillance to plane mirrors. 6. Figure 1. is a circuit diagram of three resistors connected to a 12V battery. Determine the potential difference across the 3 resistor. (3mks)

magnetisation 7. State the energy transformation that takes place in a hydroelectric power station. 3 8. Name one type of electromagnetic radiation that ionizes air. (1mk) 9. When the moon comes between the sun and the earth in a straight line, an eclipse occurs. Name the eclipse. (1mk) 10. Explain how polarization affects the working of a simple cell. 11. Why is concave mirror used as a saloon mirror? 12. Write one difference between a virtual and a real image. (1mk) 13. Figure 2 shows a graph of magnetisation against magnetising current for two materials A and B. A B 5 10 15 20 magnetising current (A) State with a reason, the material which is more suitable for use in a transformer to concentrate the magnetic fields. (3mks)

4 SECTION B (55 MARKS) Answer all the questions in this section 14. (a) Explain what is meant by the principle of superposition of two waves. (b) In an experiment to try to produce an observable interference pattern, two monochromatic light sources, S 1 and S 2, are placed in front of a screen, as shown in Fig.1. Fig. 1 (i) In order to produce a clear interference pattern on the screen, the light sources must be coherent. State what is meant by coherent. (1mk) (ii) In Fig 1, the central point O is a point of maximum intensity. Point P is the position of minimum intensity nearest to O. State, in terms of the wavelength λ, the magnitude of the path difference S 1 P and S 2 P.

5 15. An X-ray tube is operated at 120Kv with a beam current of 0.5mA. Assuming its efficiency is 1%, calculate: (i) The number of electrons hitting the target each second (3mks) (ii) The X-ray energy emitted each second (iii) The heat energy dissipated (iv) The minimum wavelength of the emitted X-radiation.

6 16. In an experiment to determine the range of beta particles in aluminium, different thickness of aluminium sheets were interposed between a small beta source and the window of a Geiger tube 20mm apart. Thickness/mm 0 0.45 0.90 1.35 1.80 5.40 7.20 Count rate/s -1 85.0 59.5 41.6 29.2 20.4 1.5 1.5 a) Plot a graph of count rate against thickness. (5mks) b) Use your graph to determine the range of beta particles in aluminium.

7 c) The diagram shows an uncontrolled nuclear fission reaction. When a slow-moving neutron strikes an atom of U, the atom splits. In this reaction two fast moving neutrons are produced together with the radioactive fission fragments of Ba (barium) and Kr (krypton). I. What name is given to an uncontrolled fission reaction? (1mk) II. Complete the nuclear equation for this reaction. III. In a nuclear reactor, the fission reaction is controlled using control rods of boron steel which readily absorb neutrons and a graphite moderator which improves the chances of uranium atoms splitting apart. State how the graphite moderator improves the possibility of fission of uranium. (1mk) (i) Explain how the energy released from a nuclear reactor can be increased. (ii) Outline the advantages of producing electricity from nuclear fusion rather than nuclear fission in the future. d) Explain what is meant by the half-life of a radioactive substance. (1mk)

The count rate changed in the way shown in the graph below: 8 Use the graph to find a value for the half-life of the radioactive source. 17. A set of Christmas tree lights consists of 40 identical filament lamps connected in series across a supply of 240V. (a) Define resistance. (3mks) (b) Each lamp when lit normally carries a current of 250mA. Calculate: (i) The potential difference V across a lamp. (3mks) (ii) The resistance R of a lamp. (3mks)

9 (c) The circuit shown is used to investigate how the current changes with voltage for component Z. (a) Name the component: (3mks) X Y Z (b) The results from the investigation are shown on the graph. (i) Describe carefully how the current through Z changes as the voltage is increased from 0 0 to 0 7V. (ii) Write down in words an equation and use it to find the resistance of Z when the voltage is 0 7V.

18. Fig.2.1 shows two capacitors, A of capacitance 2μF, and B of capacitance 4μF, connected in parallel. Fig. 2.2 shows them connected in series. A two-way switch S can connect the capacitors either to a d.c. supply, of e.m.f. 6V, or to a voltmeter. 10 Fig. 2.1 Fig. 2.2 (a) Calculate the total capacitance of the capacitors (i) When connected as in Fig. 2.1 (ii) When connected as in Fig. 2.2 (b) The switch in the circuit shown in Fig. 2.1 is then connected to the battery. Calculate (i) The potential difference across capacitor (ii) The total charge stored on the capacitors. (c) The switch in the circuit shown in Fig.2.2 is then connected to the battery. Calculate the total energy stored in the two capacitors.