Physics Paper 3 Questions, Answers and Confidential- Form 4 Term 2 Opener Exams 2022

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QUESTIONS

Question one
You are provided with the following:

  • Two new dry cells
  • An ammeter 0 – 1A
  • A voltmeter 0 – 5V
  • A resistance wire labelled XY on mm scale
  • Jockey or crocodile clip
  • Cell holder
  • Switch
  • Six connecting wires at least three with crocodile clips at one end

 

  1. Set up the circuit as shown in figure 1
    figure 1 cssfsfs
  2. Close the switch and place the jockey in contact with the resistance wire such that the length L, of the wire XY = 0.20m. Measure and record the current, I, through the wire XY and the p.d, V, across it and enter the results in table 1
  3. Repeat procedure (b) above for the other values of L given. Read and record the corresponding values of I and V.

    L (cm)

    0.2

    0.4

    0.5

    0.6

    0.7

    0.8

    1.0

    p.d (V)

                 

    I (A)

                 

    R ( W )

                 

    1/I (A-1)

                 
    Table 1 (7mks)
  4. Plot a graph of 1/I (y axis) against R (5mks)
    graph paper sfsfsf
  5. Determine the slope, S, of your graph (3mks)
  6. Given that I and R of the graph are related by the equation 1/I = R/E + r/E, use your graph to
    Determine the values of :
    E = (3mks)
    r = (2mks)

Question two
This question has three parts A, B and C. Answer all the parts

PART A
You are provided with the following:

  • A metre rule
  • Two identical 100g masses (labeled A and B)
  • About 200ml of liquid L in 250ml beaker
  • Three pieces of thread, each about half meter long.
  • Stand with clamps
  • Tissue paper.

Proceed as follows:

  1. Using a stand and one piece of thread, suspend the metre rule in air such that it balances horizontally. Record the position of the centre of gravity. G.
    G = ___________________________________________ cm (1mk)
    NOTE: The metre rule should remain suspended at this point throughout the experiment.
  2. Set up the apparatus as in figure 2
    x d B Liquid L stand Figure 2 A
    figure 2 auygdad
    Suspend the mass A at a distance x = 5cm. adjust the position of mass B until it balances mass A immersed in liquid L. record the distance d, of mass B from the pivot.
    Repeat the same process for other values of x in table 2 and complete the table.

    x (cm)

    5

    10

    15

    20

    25

    30

    d (cm)

               
    (3mks)
  3. Plot a graph of d (y axis) against x (5mks)
  4. Determine the slope, S of the graph. (2mks)
    graph paper sfsfsf
  5. Given S = F2/W, where F is the apparent weight of object A in the liquid L and W is the actual weight of A, find:-
    1. The value of F. (2mks)
    2. The upthrust, U (2mks)

PART B
You are provided with the following:

  • A 70cm long thread
  • Stop watch
  • Metre rule
  • Clamp, boss and retort stand
  • Pendulum bob

Proceed as follows:

  1. Using the provided thread, tie the bob to be used as a pendulum. Clamp the thread so that the length of the pendulum to the centre of the bob is 50cm as in figure 3.
    figure 3 audada
    Displace the bob slightly so as to oscillate along the vertical plane. Time and record the time, t, for 20 oscillations.
    t = ___________________________________________s (1mk)
    T = t = _________________________________________ s (1 mk)
         20
  2. If the oscillation of the bob is given by the formula T2 = 4π2L. Use the values in (a) above to determine the value of g. g (1 mk)

PART C
You are provided with the following

  • A complete retort stand
  • An optical pin
  • A concave mirror and a holder or a lump of plasticine
  • A cork
  • A metre rule

Arrange the apparatus as follows in figure 4.
last daygdad
Figure 1

  1. By adjusting the clamp on the stand, move the object pin up and down until the inverted image and object pin appear to coincide (use – no – parallax method). Measure the distance
    h = _______________________________________ cm (1mk)
  2. Calculate the value f given that
    f = h ______________________________________ cm (1mk)
         2 

MARKING SCHEME

Question 1           

L (cm)

0.2

0.4

0.5

0.6

0.7

0.9

1.0

+ 0.01

+ 0.001

p.d (V)

2.05

2.25

2.35

2.40

2.45

2.50

2.55

I (A)

0.825

0.625

0.525

0.475

0.425

0.375

0.350

R ( W )

2.485

3.600

4.476

5.053

5.765

6.667

7.286

1/I (A-1)

1.212

1.600

1.905

2.105

2.353

2.667

2.857

 

             

P.d (V) – each point ½ mk max 4 points = 2mks
I (A) – each point ½ mk max 4 points = 2mks
R W - All points correct     = 2mks
1/I A-1 – all points correct  = 1mk
                                         7mks

(d)
q1d auydada
 Axis – labelled with units – 1mk
Scale – uniform and simple and should accommodate all points – 1mk
 Plotting – at least 6 points – 2mks
Line – straight with positive gradient passing through 4 correctly plotted points 1mk             = 5mks

(e) Slope, S Δ = 1/I / ΔR
= (19 – 8.8) x 10-1       (1) (intervals)
4.5 – 1.5
= 1.02 Ö (1) (evaluation)
3.0               = 0.34 A-1 W-1  (1) (Accuracy)
 \ S = 0.33 + 0.01
Range (0.32 – 0.34)    3mks

(f) 1 = 1.R  r 
     I      E       E
Y = MX + C 
 I = slope, S, = 0.34 
E
E = I      1   = 2.94 V
    Slope   0.34                                              3mks

 r = y – intercept
E
 r = y – intercept x E Ö
= 3.8 x 10-1 x 2.94
= 1.117W                                     2mks
q2a auydgada

Question 2
PART A
(a) G = 50.0 + 2.0 cm 
(b)

x (cm)

5.0

10.0

15.0

20.0

25.0

30.0

d (cm)

4.5

9.3

14.0

18.4

23.0

27.0

Each point ½ mk + 0.1  (3mks)
 (c) 
Axis – label with units – 1mk
Scale  - uniform and simple
             Can accommodate all the points 1mk
Plotting – all points correctly plotted – 2mks
Line – straight, passing through four (4)
Correctly plotted points          1mk                       5mks

(d) Slope S, Δd =    16 – 0  =     16     = 0.9143
                    Δ x     17.5 – 0     17.5                                  2mks

(e) (i) W = 100 x 10 = 1N 
                1000
 F = SW = 0.9143   2mks
(ii) U = W – F
= 1 – 0.9143 
 = 0.0857 N          2mks

Question 2 part A (c)
PART B
(a) t = 28.53 ± 0.02 1
 T = t/20 = 1.4265  ½

(b) T2 = 2L  ½
               g
g = 4π2 x 0.5
      (1.4265)2  ½
= 9.700 Ö½          (3mks)
NB g = 10 + 1 

PART C
(a) h = 20.0 + 2cm
(b) h = 20   = 10cm + 1.0
     2     2                           (2mks)

CONFIDENTIAL

INSTRUCTIONS TO SCHOOLS.

  • The information contained in this paper is to enable the head of the school and the teacher in charge of physics to make adequate preparations for the physics practical examination.
  • NO ONE ELSE should have access to this paper or acquire knowledge of its contents. Great care MUST be taken to ensure that the candidates do not acquire the information herein, either directly or indirectly.
  • The physics teacher should ensure that all apparatus acquired for this examination agrees with the specifications given in this paper.
  • The question paper will not be opened in advance.
  • The physics teacher is NOT expected to perform the experiments.
Provide each candidate with the following apparatus 
Question one
  • Two dry cells size D
  • An ammeter (0 – 1A)
  • A voltmeter (0 – 5V)
  • Nichrome wire (SWG 32) mounted on a millimeter scale labelled XY with X at 0cm mark
  • A jockey or crocodile clip
  • A cell holder holding two cells
  • A switch
  • 6 connecting wires (each 30cm long) with at least 3 with crocodile clips at the end 
Question two 
  • A metre rule
  • Two identical 100g masses labelled A and B
  • About 200ml of paraffin in 250ml beaker labelled as liquid L.
  • Four pieces of thread, three half metre long and one 70cm long.
  • A stand with clams
  • Piece of tissue paper
  • Stopwatch
  • Optical pin
  • A cork
  • A concave mirror of focal length 10cm
  • A mirror holder or lump of plasticine

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