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Zulaili Yaacob & Mohamad Hussaini

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Presentation on theme: "Zulaili Yaacob & Mohamad Hussaini"— Presentation transcript:

1 Zulaili Yaacob & Mohamad Hussaini
Paper 3 Zulaili Yaacob & Mohamad Hussaini

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10 1(a)(i) Manipulated variable : ____________________
SECTION A : Question 1 1(a)(i) Manipulated variable : ____________________ 1(a)(ii) Responding variable : ____________________ 1(a)(iii) Constant variable : ____________________ Temperature,  Volume, V EXAMPLE: A student carries out an experiment to investigate the relationship between temperature, , and the volume, V, of trapped air. A beaker is filled with cold water until the air column in the capillary tube is totally immersed. A thermometer is put into the water to determine the temperature of the water. The arrangement of the apparatus for the experiment is shown in Figure 11.1.

11 1(a)(i) Manipulated variable : ____________________
SECTION A : Question 1 1(a)(i) Manipulated variable : ____________________ 1(a)(ii) Responding variable : ____________________ 1(a)(iii) Constant variable : ____________________ Temperature,  Length, l 1 2 l1 Figure 11.2 : Temperature,  = 30 C m.v r.v length, l = ………… cm

12 SECTION A : Question 1 1(a)(i) Manipulated variable : ____________________ 1(a)(ii) Responding variable : ____________________ 1(a)(iii) Constant variable : ____________________ (depends on the experiment) Which of the following is possibly a constant variable? MISTAKES!!! A) Mass B) Thermometer C) Air A) Water B) Stopwatch C) Time A) Length B) Air column C) Ruler

13 1(b) Based on Figures 11.2, 11.3, 11.4, 11.5, and 11.6, determine l
SECTION A : Question 1 1(b) Based on Figures 11.2, 11.3, 11.4, 11.5, and 11.6, determine l when  is equal to 30 C, 35 C, 40 C, 45 C and 50 C. Tabulate your results for l and V for each value of  in the space below.  / C l / cm V / cm3 30 35 40 45 50

14 Spot the errors! t1 t2 tmean T T2 l 17 17.6 17.3 0.87 0.76 20 22.4 22
SECTION A : Question 1 Spot the errors! No unit! t1 t2 tmean T T2 l 17 17.6 17.3 0.87 0.76 20 22.4 22 22.2 1.11 1.23 30 25 24.6 24.8 1.24 1.54 40 28 28.8 28.4 1.42 2.02 50 30.8 31 30.9 1.55 2.4 60 Not consistence!

15 Spot the errors! l t1 t2 tmean T T2 20.0 cm 17.0 s 17.6 s 17.3 s
SECTION A : Question 1 Spot the errors! Unit at the wrong place! l t1 t2 tmean T T2 20.0 cm 17.0 s 17.6 s 17.3 s 0.87 s 0.76 s2 30.0 cm 22.4 s 22.0 s 22.2 s 1.11 s 1.23 s2 40.0 cm 25.0 s 24.6 s 24.8 s 1.24 s 1.54 s2 50.0 cm 28.0 s 28.8 s 28.4 s 1.42 s 2.02 s2 60.0 cm 30.8 s 31.0 s 30.9 s 1.55 s 2.40 s2

16 Spot the errors! l/ cm t1 / s t2 / s tmean / s T / s T2 / s 20.0 17.0
SECTION A : Question 1 Spot the errors! Wrong unit! l/ cm t1 / s t2 / s tmean / s T / s T2 / s 20.0 17.0 17.6 17.3 0.865 0.748 30.0 22.4 22.0 22.2 1.11 1.232 40.0 25.0 24.6 24.8 1.24 1.537 50.0 28.0 28.8 28.4 1.42 2.016 60.0 30.8 31.0 30.9 1.545 2.387 Not consistence!

17 Spot the errors! l/ cm t1 / s t2 / s tmean / s T / s T2 / s2 20.0 17.0
SECTION A : Question 1 Spot the errors! No error! l/ cm t1 / s t2 / s tmean / s T / s T2 / s2 20.0 17.0 17.6 17.3 0.87 0.76 30.0 22.4 22.0 22.2 1.11 1.23 40.0 25.0 24.6 24.8 1.24 1.54 50.0 28.0 28.8 28.4 1.42 2.02 60.0 30.8 31.0 30.9 1.55 2.40 GOOD ANSWER!

18 SECTION A : Question 1 GOOD GRAPH! BAD GRAPH!

19 2) Write quantities and units on x-axis and y-axis
SECTION A : Question 1 What is a GOOD graph? 1) Starting at origin (0,0) 2) Write quantities and units on x-axis and y-axis 3) Has uniform scale 4) All points are transferred correctly 5) Draw one straight line and intersect any of the axes 6) Distribute other points equally

20 SECTION A : Question 1 Accepted graph

21 SECTION A : Question 1 Rejected graph more than 1 cm

22 SECTION A : Question 1 Rejected graph more than 0.5 cm

23   SECTION A : Question 1 Conclusion a
b A) a is inversely proportional to b B) a is directly proportional to b C) a is linearly increasing with b a b A) a is inversely proportional to b B) a is directly proportional to b C) a is linearly increasing with b

24    SECTION A : Question 1 Conclusion a
b A) a is inversely proportional to b B) a is directly proportional to b C) a is linearly increasing with b a 1/b A) a is inversely proportional to b B) a is directly proportional to 1/b C) a is linearly increasing with 1/b

25   SECTION A : Question 2 2(a)(i) Relationship a
b A) a is inversely proportional to b B) a is directly proportional to b C) a is linearly increasing with b a 1/b A) a is inversely proportional to b B) a is directly proportional to 1/b C) a is linearly increasing with 1/b

26   SECTION A : Question 2 2(a)(i) Relationship a
b A) a is inversely proportional to b B) a is directly proportional to b C) a is linearly increasing with b a b A) a is inversely proportional to b B) a is directly proportional to b C) a is linearly increasing with b

27   SECTION A : Question 2 2(a)(ii) Determine Corresponding Value
P / Nm-2 P = 4.0 Nm-2 4.0 3.0 2.0 1.0 1.0 2.0 3.0 h / cm

28    SECTION A : Question 2 2(a)(ii) Determine Corresponding Value
1/m = 0.3 g-1 4.0 m = 3.3 g 3.0 2.0 1.0 0.1 0.2 0.3 1/m / g-1

29    SECTION A : Question 2 2(b)(i) Determine Gradient y  / C
Gradient, m = 4.0 C 0.3 g-1 4.0 x 3.0 m = C g 2.0 1.0 0.1 0.2 0.3 1/m / g-1

30 2(b)(ii) Calculation problem (involving the gradient)
SECTION A : Question 2 2(b)(ii) Calculation problem (involving the gradient) Reminder! Use the value of gradient obtained in previous question 2) Check for the conversion of units 3) Substitute figures at the correct places 4) Write the final answer in decimal number (Do not give the answer in fraction!!!) 5) Do not forget the UNIT

31 SECTION A : Question 2 2(c) Calculation problem Reminder! 1) Check for the conversion of units 2) Substitute figures at the correct places 3) Write the final answer in decimal number (Do not give the answer in fraction!!!) 4) Do not forget the UNIT

32 SECTION A : Question 2 2(d) Precaution Reminder! 1) It is NOT SAFETY PRECAUTION!!! Take few readings and find the average to reduce random error Position of eyes is perpendicular to the scale to avoid parallax error

33 Paper 3 Section B

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35 Variables : Air pressure , Temperature.
Manipulated : Responding : Constant : temperature Air pressure Volume of air

36 inference MV affects RV affects temperature air pressure

37 hypothesis Temperature When increases, , increases Air pressure

38 To investigate the relationship between and
aim To investigate the relationship between and temperature pressure

39 Method of controlling manipulated variable
Manipulate variable : temperature control : the first temperature Heat up the water to 20 0C

40 Method of measuring responding variable
Responding variable : pressure Measure pressure using : Bourdon gauge Using Bourdon gauge , measure the pressure and record the data

41 Analyse data Pressure / Nm-2 Temperature / K 20 30 40 50 60

42 Graph Temperature / K Pressure / Nm-2

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44 variables Manipulated : Responding : Constant : length resistance
diameter

45 inference _ affects length resistance

46 When increases, , increases
hypothesis When increases, , increases length resistance

47 aim To investigate the relationship between and length resistance

48 Method of controlling manipulated variable
Manipulated variable : length Control : the first length : 15 cm Measure 15 cm length of wire and connect both end at point A and B

49 Method of measuring responding variable
Responding variable : resistance Measure potential difference using : voltmeter Measure potential difference using volmeter and calculate the resistance. Record data

50 Analyse data Length / cm 15 20 25 30 35 Resitance / Ω
Potential difference / V 15 20 25 30 35

51 Length cm Resistance

52 Cuba soalan muka surat 5

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