Free CXC Physics Paper 2 January 2019 past paper from 2019. Includes a worked answer key. Open the PDF, take a timed test, and study with AI on Caribbean AI.
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CSEC Physics Paper 2 January 2019 - Free CXC Past Paper with Answers
Free CXC Physics Paper 2 January 2019 past paper from 2019. Includes a worked answer key. Open the PDF, take a timed test, and study with AI on Caribbean AI.
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Every question from this paper as text. See the answers and worked solutions. Questions are the property of the Caribbean Examinations Council; Caribbean AI is not affiliated with CXC.
A group of students investigated the relationship between the electric power produced and the flow rate of water, which is channelled through a turbine.
Table 1 shows the recorded results of electric power (P)/W and the flow rate (F)/cm s.
| Electric Power, P/W |
|---|
| Flow Rate, F/cm s |
|---|
| (Flow Rate), F/(cm s) |
|---|
| 0.0 | 0.00 | 0.00 |
| 13.0 | 0.27 | |
| 25.5 | 0.34 | |
| 38.5 | 0.39 | |
| 51.0 | 0.43 | |
| 64.0 | 0.46 | |
| 77.0 | 0.49 |
[25 marks]
Calculate the CUBE of the flow rate readings, , rounded to two decimal places, to complete Table 1.
[6 marks]
On page 5, plot a graph of electric power, P/W, versus (Flow Rate), /(cm s).
[7 marks]
Calculate the gradient of the graph.
[4 marks]
Use the graph to estimate the electric power produced if the flow rate, F, is .
[2 marks]
Use your result from Part (d) to calculate the electrical energy, in joules, produced in .
[3 marks]
To determine the flow rate, the students used a stopwatch and measuring cylinder. State TWO precautions which the students may have taken to ensure that the flow rate was accurately determined.
[2 marks]
State the major energy conversion taking place in the turbine.
[1 mark]
State the factor on which EACH of the following characteristics of sound depends.
[2 marks]
Pitch
[1 mark]
Loudness
[1 mark]
A sound wave completes three cycles in 6 ms. Calculate its frequency.
[4 marks]
Figure 2 shows the side AB of a rectangular glass block and CD which is the normal at the point O.
[3 marks]
On Figure 2, draw the path taken by a ray of light which meets the glass–air boundary at the point O at an angle of incidence equal to the critical angle.
Label the incident ray, the critical angle and the refracted ray (path taken by the ray).
[3 marks]
The glass block has a refractive index of 1.5. Determine the value of the critical angle of the glass.
[4 marks]
The ray of light now meets the glass-air boundary at the point O at an angle of incidence greater than the critical angle. On Figure 3, draw a diagram to show the new path taken by the ray of light.
[2 marks]
State the law of conservation of energy.
[2 marks]
A goalkeeper drops a football of mass vertically downwards from rest at a height of .
Calculate the velocity of the ball as it makes contact with the ground. (Assume no air resistance or wind is present.)
[Acceleration due to gravity, ]
[4 marks]
Define the term 'force'.
[1 mark]
Many types of forces are applied in various situations.
Complete Table 2 by inserting the appropriate types of forces and examples.
TABLE 2: TYPES OF FORCES AND EXAMPLES OF WHERE THE FORCES ARE EXPERIENCED
| Type of Force | Example of Where the Force is Experienced |
|---|---|
| A satellite falling in the earth's atmosphere | |
| Nuclear | |
| When a rubbed comb picks up a small piece of paper | |
| Magnetic |
[4 marks]
A class of Physics students conducted a School-Based Assessment on the relationship between force (F) and extension (e) for a rubber band.
One of the groups produced the following graph from the results.
State the mathematical relationship between force and extension in the segment OA.
[2 marks]
State the point at which the elastic limit is located.
[1 mark]
Give a reason for the shape of the segment AB in the graph.
[1 mark]
SECTION B Answer ALL questions.
Explain what is meant by the term 'the specific latent heat of vaporization of water'.
[3 marks]
Calculate the heat energy required to convert 8 kg of water at to steam at .
(Specific latent heat of vaporization of water / )
[6 marks]
Define the pressure law.
[3 marks]
The initial pressure of a sample of gas is , the final pressure is , while its volume remains unchanged.
If the initial temperature of the gas was , calculate the final temperature of the gas.
[6 marks]
House wiring circuits contain fuses and earth wires. Appliances are connected to these circuits in parallel.
What is the purpose of the fuse in a circuit?
[2 marks]
What is the purpose of the earth wire in a circuit?
[2 marks]
State TWO reasons why appliances are connected to the circuit in parallel.
[2 marks]
Figure 5 shows a circuit diagram.
Use the circuit diagram in Figure 5 to determine
the TOTAL resistance in the circuit
[6 marks]
the TOTAL current in the circuit.
[2 marks]
Which fuse, a 2A fuse, a 3A fuse or a 4A fuse, is the most suitable to use in the circuit shown in Figure 5?
[1 mark]
Complete Table 3 below to show the properties of the THREE types of radioactive emissions.
| Type of Radioactive Emission | Charge | Ionizing Ability |
|---|---|---|
| Alpha/ | ||
| Beta/ | ||
| Gamma/ |
[6 marks]
Complete the following nuclear equations. (i) $_{6}^{14}\text{C} \longrightarrow {7}^{14}\text{N} + \boxed{\phantom{X}} $ (ii) ${88}^{226}\text{Ra} \longrightarrow _{86}^{222}\text{Rn} + \boxed{\phantom{X}} $
[4 marks]
${6}^{14}\text{C} \longrightarrow {7}^{14}\text{N} + \text{__}$
[2 marks]
${88}^{226}\text{Ra} \longrightarrow {86}^{222}\text{Rn} + \text{__}$
[2 marks]
A radioactive sample had an initial count of 1000 as measured on a Geiger–Müller counter.
After 15 hours, the count rate was 250. Calculate the half-life of the sample.
[5 marks]