Physics Paper 3 Questions, Answers and Confidential - Sunrise 2 Evaluation Mock Exams 2022

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INSTRUCTIONS TO CANDIDATES:

  • Write your name and index number in the spaces provided above.
  • Sign and write the date of the examination in the spaces provided above.
  • You are supposed to spend the first 15 minutes of the 2 ½ hours allowed for this paper reading the whole paper carefully before commencing your work.
  • Marks are given for a clear record of the observation actually made, their suitability, accuracy and the use made of them.
  • Candidates are advised to record their observations as soon as they are made
  • Non-programmable silent electronic calculators may be used.

For Examiner’s Use Only.

Question

Maximum score

Candidate’s score

1

20

 

2

20

 

Total

40

 

QUESTIONS

QUESTION 1
You are provided with the following

  • A voltmeter
  • Two dry cells and a cell holder
  • A switch
  • A resistor labelled R (3.9Ω)
  • A wire mounted on a mm scale and labelled G
  • A micrometer screw gauge (to be shared)
  • Six connecting wires with six crocodile clips

Proceed as follows.

  1. Record the length LO of the wire labelled G
    LO = ........................................................................
    Use the micrometer screw gauge provided to measure the diameter of the wire labelled G at two different points and determine the average diameter, d
    The diameter d1 = ............................................ mm, d2 = ............................................... mm (1 mark)
    Average diameter d = ............................................................. mm (1 mark)

    Determine the radius r of the wire in metres. (1 mark)
    Radius r = ......................................................... m
  2. Set up the apparatus as shown in the circuit diagram in figure 1.
    b dadada
    1. Use the voltmeter provided to measure the p.d. V R across R and p.d. VG across G when the switch is closed.
      VR = .................................................................... volts (1 mark)
      VG = ..................................................................... volts (1 mark)
      Open the switch
    2. Use the value of R provided and the value of VR in b(i) above to calculate the current I flowing through R when the switch was closed. (1 mark)
      I = .............................................................. Amperes.
    3. Determine the constant H given that
      iii adadad
      (1 mark)
      H = ................................................Ωm-1
  3. Connect the voltmeter across R as shown in figure 2 below.
    c adadad
    Adjust the position of one crocodile clip on the wire G to a point such that the length lof the wire in the circuit in 5cm(see figure 2 above) close the switch.
    Read and record in table 1 the value of p.d. across R. Open the switch.
  4. Repeat the procedure in (c) above for the other values of L shown in the table 1. (3 marks)
    Table 1.

    Distance L (cm)

    0

    2

    10

    20

    30

    40

    50

    70

    p.d. V across RV

                   
  5.                                  
    1. On the grid provided next page, plot the graph of V(y-axis) against l. (5 marks)
    2. From the graph, determine l1, the value of l when e 1 adadad where VO is the p.d. where l = 0 (1 mark)
  6. Determine the constant D for the wire given that f adadada (2 marks)
  7. Determine the constant p given that f adada , where r is the radius of the wire in metres. (2 marks)
    graph addada

QUESTION 2
Section A

You are provided with the following

  • A candle
  • A lens and a lens holder
  • A screen
  • A metre rule
    1. Set up the apparatus as shown in figure below (ensure that the candle flame and the lens are approximately the same height above the bench)
      2a adada
    2. Set the position of the lens so that the 40cm from the candle (U=40). Adjust the position of the screen until a sharp image of the candle flame is obtained. Measure the distance, V between the lens and the screen. Record the value of V1
      V = ………… cm) 1mk)
    3. Repeat the procedures in b) above for other values of U in the table b below.
      Table b)

      U(cm)

      45

      50

      55

      V(cm)

           

      Magnification (m) v/u 

           
    4. Given that f = v/(m+1,) where f is the focal length of the lens, use the results in table above to determine the average values of f. 4mks)

PART B.
You are provided with the following:

  • rubber bung.
  • vernier calipers.
  • beam balance. 

Proceed as follows:

  1. Using a vernier caliper, measure the lengths D, d, and h as shown in figure 2.
    3 bavadad
    D = ....................................................... m (1 mark)
    d = ........................................................ m (1 mark)
    h = ........................................................ m (1 mark)
    1. Measure the mass, M of the rubber bung using the beam balance.
      M = ....................................................... kg (1 mark)
    2. Given that b last adada , determine the value of Q. (1 mark)
    3. Determine the value of r given that πrQ2 = M/h (3mark)
    4. what are the units of r (1 mark)
    5. what is the significance of r (1 mark)

SECTION C
You are provided with the following

  • a metre rule
  • a retort stand, one boss, one clamp
  • One 500ml beaker ¾ full of water
  • One 100g mass
  • One 50g mass
  • 3 pieces of thread approximately 30cm long

Procedure

  1. Balance the metre rule horizontally by suspending it from the stand and clamp with one of the threads.
    Record the balance point G
    G = __________________ cm (1mark)
  2. suspend the 100g mass from the metre rule at a point such that x =5cm from point G, with the 100g mass completely immersed in water in the beaker hang the 50g mass from the metre rule.
    Note the point of suspension (p) of the mass
    P=______________ (1mark)
    section c ada
  3. Calculate the apparent weight of the 100 g mass in water. (3mark)
  4. Find the upthrust of 100g mass in water. (2marks)

CONFIDENTIAL

Each student will require the following :-

  • A voltmeter
  • Two dry cells and a cell holder
  • A switch
  • A resistor labelled R (3.9Ω)
    • A nichrome wire (SWG 26) mounted on a mm scale and labelled G
  • A micrometer screw gauge (to be shared)
  • Six connecting wires with six crocodile clips
  • A candle
  • A lens (f = 20 cm) and a lens holder
  • A screen
  • A metre rule
  • Rubber bung (hard).
  • Vernier calipers (shared).
  • Electronic beam balance (shared).
    (which records to 1 d.p.)
  • a retort stand, one boss, one clamp
  • One 500ml beaker ¾ full of water
  • One 100g mass
  • One 50g mass
  • 3 pieces of thread approximately 30cm long

MARKING SCHEME

QUESTION 1
  1. LO = 100cm / 1m
    d1  = 0.26mm,  d2  = 0.26mm;
    = 0.26 + 0.26 
               2
     = 0.26 mm
    Radius = d/2 = 0.26 x 10-3
                                    2
    = 0.00013 m
  2.                    
    1. VR = 2.1 volts;
      Va = 2.41 volts;
    2. I = V/R = 2.1/3.9 = 0.54 A
    3. H = 100VO = 100x 2.4 = 444.4 mm-1
             1 x LO     0.54 x 1 
  3.                    

    Distance l(cm)

    0

    2

    10

    20

    30

    40

    50

    70

    P.d. V across RV

     2.1

    1.6 

    1.3

    1.0

    0.8

    0.7

    0.5

    0.4

  4.        
  5.                    
    1. l1 = 15cm = 0.15m; 
  6. D = 3.9 x 300
          0.15 x 2.1
    = 3714.3Ωm-1V-1
  7. p = πr2 (D + H)
          2
    = 3.14 x (0.00013)2 (3714.3 + 444.4)
               2
    = 0.00011
    = 1.1 x 104
QUESTION 2  

U(cm)

40

45

50

V(cm)

39

35

32

Magnification  v/u

0.98

0.78

0.64

 
F=    v        
     m +1
F1 =    39       =  19.6
       0.98 + 1 
F2 =  395 =  19.7
        1.78 
F3 =  32    =  19.5
       1.64 
F avg = 19.6 + 19.7 + 19.5    = 19.6cm
                         3
Favg = 19.6
 
SECTION C
  1. G = 50  ± 0.5cm
  2. p = 58.6cm
  3. When y =5cm, x = 8.6 cm
    W x 5 = 50/100 x 8.6
    W = 0.05x8.6/5 = 0.086N 
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