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  • 7/28/2019 RPT PHY F4 2012

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    express derived quantities as well astheir units in terms of base quantities

    and base units.

    solve problems involving conversion ofunits

    Determine the base quantities( and units) in a givenderived quantity (and unit) from the related formula.

    Solve problems that involve the conversion of units.

    3

    16- 20Jan 2012

    1.3

    Understanding scalarand vector quantities

    A student is able to:

    define scalar and vector quantities give examples of scalar and vector

    quantities.

    Carry out activities to show that some quantities can

    be defined by magnitude only whereas other quantities

    need to be defined by magnitude as well as direction.

    Compile a list of scalar and vector quantities.

    4

    23 - 27

    Jan 2012

    CUTI TAHUN BARU CINA

    5

    30 Jan - 3Feb2012

    1.4

    Understandingmeasurement

    A student ia able to

    Measure physical quantities usingappropriate instruments

    Explain accuracy and consistency

    Explain sensitivity Explain types of experimental error

    Use appropriate techniques to reduceerrors

    Choose the appropriate instrument for a given

    measurement

    Discuss consistency and accuracy using the

    distribution of gunshots on a target as an example

    Discuss the sensitivity of various instruments

    Demonstrate through examples systematic errors and

    random errors.

    Discuss what systematic and random errors are.

    Use appropriate techniques to reduce error in

    measurements such as repeating measurements to find

    the average and compensating for zero error.

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    6

    6 - 11

    Feb 2012

    1.5 Analysing scientific

    investigations

    A student is able to:

    Identify variables in a given situation Identify a question suitable for

    scientific investigation

    Form a hypothesis Design and carry out a simple

    experiment to test the hypothesis

    Record and present data in a suitableform

    Interpret data to draw a conclusion Write a report of the investigation

    Observe a situation and suggest questions suitable fora scientific investigation. Discuss to:

    a) identify a question suitable for scientificinvestigation

    b) identify all the variablesc) form a hypothesisd) plan the method of investigation including selection

    of apparatus and work procedures

    Carry out an experiment and:

    a) collect and tabulate datab) present data in a suitable formc) interpret the data and draw conclusionsd) write a complete report

    PEKA 1:

    Experiment: To study the

    relationship between length

    of pendulum and period of

    oscilation.

    LEARNING AREA: 2. FORCES AND MOTION

    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    7

    13 - 17

    Feb 2012

    2.1 Analysing linear

    motion

    A student is able to:

    Define distance and displacement Define speed and velocity and state

    thatt

    sv

    Define acceleration and decelerationand state that

    t

    uv

    a

    Calculate speed and velocity Calculate acceleration/decelerationSolve problems on linear motion with

    uniform acceleration using

    Carry out activities to gain an idea of:a) distance and displacementb) speed and velocityc) acceleration and decelerationCarry out activities using a data logger/graphing

    calculator/ticker timer toa) identify when a body is at rest, moving

    with uniform velocity or non-uniformvelocity

    b) determine displacement, velocity and accelerationSolve problems using the following equations of

    motion:

    atuv

    Average speed = total distance/ time taken

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    atuv 2

    2

    1atuts

    asuv 222

    22

    1atuts

    asuv 222

    8

    20 - 24

    Feb 2012

    2.2

    Analysing motion graphs

    A student is able to:

    plot and interpret displacement- timeand velocity-time graphs

    deduce from the shape of adisplacement-time graph when a body

    is:i. at rest

    ii. moving with uniform velocityiii. moving with non-uniform velocity

    determine distance, displacement andvelocity from a displacement timegraph

    Carry out activities using a data logger/graphingcalculator/ ticker timer to plot

    a) displacement-time graphsb) velocity-time graphsDescribe and interpret:a) displacement-time graphsb) velocity-time graphsDetermine distance, displacement velocity and

    acceleration from a displacement time and velocity

    time graphs.

    Reminder

    Velocity is determined from

    the gradient of

    displacement time graph.

    Acceleration is determinedfrom the gradient of

    velocity time graph

    9

    27 Feb

    3 Mac 2012

    A student is able to:

    deduce from the shape of velocity-time graph when a body is:a. at restb. moving with uniform velocityc. moving with uniform

    acceleration

    determine distance, displacementvelocity and acceleration from a

    velocitytime graph

    solve problems on linear motion withuniform acceleration.

    Solve problems on linear motion with uniformacceleration involving graphs.

    Distance is determined fromthe area under a velocity time

    graph.

    10

    5 - 9

    Mac 2012

    UJIAN BULANAN 1 DAN PEMBETULAN UJIAN

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    11

    10 18

    Mac 2012

    CUTI PERTENGAHAN PENGGAL

    12

    19 - 23

    Mac 2012

    2.3 Understanding

    Inertia

    A student is able to: explain what inertia is relate mass to inertia give examples of situations involving

    inertia

    suggest ways to reduce the negativeside effects of inertia.

    Carry out activities/view computer simulations/situations to gain an idea on inertia.

    Carry out activities to find out the relationshipbetween inertia and mass.

    Research and report on

    a) the positive effects of inertia

    b) ways to reduce the negative effects of inertia

    Newtons First Law of Motion

    maybe introduced here.

    13

    26 - 30

    Mac 2012

    2.4 Analysing

    momentum

    A student is able to:

    define the momentum of an object define momentum p as the product

    of mass (m) and velocity (v) i.e.mvp

    state the principle of conservation ofmomentum

    describe applications of conservationof momentum

    solve problems involving momentum

    Carry out activities/view computer simulations to gainan idea of momentum by comparing the effect of

    stopping two objects:

    a) of the same mass moving at different speedsb) of different masses moving at the

    same speeds.

    - need to be emphasized different

    Direction

    Discuss momentum as the product of mass andvelocity.

    View computer simulations on collision and explosions

    to gain an idea on the conservation of momentum

    Conduct an experiment to show that the total

    momentum of a closed system is a constant

    Carry out activities that demonstrate the conservationof momentum e.g. water rockets.

    Research and report on the applications of

    conservation of momentum such as in rockets or jetengines.

    Solve problems involving linear momentum

    ReminderMomentum as a vector quantity

    needs to be emphasized in

    problem solving

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    14

    2 6

    Apr 2012

    2.5 Understanding the

    effects of a force

    A student is able to:

    describe the effects of balancedforces acting on an object

    describe the effects of unbalancedforces acting on an object

    determine the relationship betweenforce, mass and acceleration i.e. F =ma.

    Solve problem using F = ma

    With the aid of diagrams, describe the forces actingon an object:

    a)at restb)moving at constant velocityc)acceleratingConduct experiments to find the relationship between:

    a)acceleration and mass of an object under constantforce

    b) acceleration and force for a constant mass.Solve problems using F = ma

    When the forces acting on anobjects are balanced they

    cancel each other out (nett

    force = 0). The object then

    behaves as if there is no forceacting on it.

    Newtons Second Law of Motion

    may be introduced here

    15

    9 14

    April 2012

    2.6 Analysing impulse

    and impulsive force

    A student is able to: Explain what an impulsive force is . give examples of situations involving

    impulsive forces

    Define impulse as a change ofmomentum, i.e.

    mu-mvFt

    Define impulsive forces as the rateof change of momentum in a collision

    or explosion, i.e.

    t

    mu-mvF

    Explain the effect of increasing ordecreasing time of impact on the

    magnitude of the impulsive force.

    Describe situation where an impulsiveforce needs to be reduced and

    suggest ways to reduce it. describe situation where an impulsive

    force is beneficial

    solve problems involving impulsiveforces

    View computer simulations of collision and explosionsto gain an idea on impulsive forces.

    Discuss

    a) impulse as a change of momentumb) an impulsive force as the rate of change of

    momentum in a collision or explosion

    c) how increasing or decreasing time of impactaffects the magnitude of the impulsive force.

    Research and report situations where:a) an impulsive force needs to be reduced and how it

    can be done

    b) an impulsive force is beneficial

    Solve problems involving impulsive forces

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    2.7 Being aware of

    the need for safety

    features in vehicles

    A student is able to:

    describe the importance ofsafety features in vehicles

    Research and report on the physics of vehicle

    collision and safety features in vehicles in terms

    of physics concepts.

    Discuss the importance of safety features invehicles.

    16

    16 20

    Apr 2012

    2.8 Understanding

    gravity

    A student is able to:

    explain acceleration due togravity

    state what a gravitational field is define gravitational field

    strength

    determine the value ofacceleration due to gravity

    define weight (W) as the productof mass (m) and acceleration due

    to gravity (g) i.e. W =mg.

    solve problems involvingacceleration due to gravity.

    Carry out activity or view computer simulations

    to gain an idea of acceleration due to gravity.

    Discuss

    a) acceleration due to gravityb) a gravitational field as a region in which an

    object experiences a force due to

    gravitational attraction and

    c) gravitational field strength (g) asgravitational force per unit mass

    Carry out an activity to determine the value ofacceleration due to gravity.

    Discuss weight as the Earths gravitational force

    on an object

    Solve problems involving acceleration due to

    gravity.

    When considering a body

    falling freely, g (= 9.8 m/s2)

    is its acceleration but when

    it is at rest, g (=9.8 N/kg) is

    the Earths gravitational

    field strength acting on it.

    The weight of an object of

    fixed mass is dependent on

    the g exerted on it.

    17

    23 27

    Apr 2012

    2.9 Analysing forces

    in equilibrium

    A student is able to:

    describe situations where forcesare in equilibrium

    state what a resultant force is Add two forces to determine the

    resultant force.

    Resolve a force into theeffective component forces.

    Solve problems involving forces inequilibrium

    With the aid of diagrams, describe situations

    where forces are in equilibrium, e.g. a book at

    rest on a table, an object at rest on an inclined

    plane.

    With the aid of diagrams, discuss the resolution

    and addition of forces to determine theresultant force.

    Solve problems involving forces in equilibrium

    (limited to 3 forces).

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    ObjectiveLearning Outcomes Suggested Activities Notes

    18

    30 Apr

    4 May 2012

    2.10 Understanding

    work, energy, power

    and efficiency.

    A student is able to:

    Define work (W) as the productof an applied force (F) and

    displacement (s) of an object inthe direction of the applied

    force i.e. W = Fs.

    State that when work is doneenergy is transferred from one

    object to another.

    Define kinetic energy and statethat 2k mv2

    1E

    Define gravitational potentialenergy and state that Ep = mgh

    State the principle ofconservation of energy.

    Define power and state thatP = W/t

    Explain what efficiency of adevice is.

    Solve problems involving work,energy, power and efficiency

    Observe and discus situations where work is

    done.

    Discuss that no work is done when:

    a)a force is applied but no displacement occursb) an object undergoes a displacement with noapplied force acting on it.

    Give examples to illustrate how energy is

    transferred from one object to another when

    work is done

    Discuss the relationship between work done toaccelerate a body and the change in kinetic

    energy.

    Discuss the relationship between work done

    against gravity and gravitational potentialenergy.

    Carry out an activity to show the principle of

    conservation of energy

    State that power is the rate at which work isdone, P = W/t.

    Carry out activities to measure power.

    Discuss efficiency as:

    Useful energy output x 100 %

    Energy input

    Evaluate and report the efficiencies of variousdevices such as a diesel engine, a petrol engine

    and an electric engine.

    Solve problems involving work, energy, power and

    efficiency.

    Have students recall the

    different forms of energy.

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    2.11 Appreciating the

    importance of

    maximising the

    efficiency ofdevices.

    A student is able to:

    Recognize the importance ofmaximising efficiency of devices

    in conserving resources.

    Discuss that when an energy transformation

    takes place, not all the energy is used to do

    useful work. Some is converted into heat or

    other types of energy. Maximising efficiencyduring energy transformations makes the best

    use of the available energy. This helps to

    conserve resources

    19

    7 11

    May 2012

    2.12 Understanding

    elasticity.

    A student is able to:

    define elasticity define Hookes Law define elastic potential energy

    and state that 2p kx2

    1E

    Determine the factors thataffect elasticity.

    Carry out activities to gain an idea on elasticity.

    Plan and conduct an experiment to find the

    relationship between force and extension of a

    spring.

    Relate work done to elastic potential energy to

    obtain 2p kx2

    1E .

    Describe and interpret force- extension graphs.

    Investigate the factors that affect elasticity.

    PEKA 2:

    Experiment: To study the

    relationship between weight

    of load and the extension of

    spring.20

    14 - 18

    May 2012

    PEPERIKSAAN PERTENGAHAN TAHUN 2012

    21

    21 - 25

    May 2012

    PEPERIKSAAN PERTENGAHAN TAHUN 2012

    22

    28 May -

    1 June 2012

    CUTI PERTENGAHAN TAHUN

    23

    4 - 8

    June 2012

    CUTI PERTENGAHAN TAHUN

    24

    11 15

    Jun 2012

    A student is able to:

    Describe applications ofelasticity

    Solve problems involvingelasticity

    Research and report on applications of

    elasticity.

    Solve problems involving elasticity.

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    LEARNING AREA: 3. FORCES AND PRESSURE

    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    2518 - 22

    June 2012

    3.1 Understandingpressure

    A student is able to:

    Define pressure and state thatA

    FP

    Describe applications ofpressure

    solve problems involving pressure

    Observe and describe the effect of a force

    acting over a large area compared to a smallarea, e.g. school shoes versus high heeled shoes.

    Discuss pressure as force per unit area

    Research and report on applications of pressure.

    Solve problems involving pressure

    Introduce the unit of

    pressure Pascal (Pa)(Pa = N/m2)

    3.2 Understanding

    pressure in liquids

    A student is able to:

    Relate depth to pressure in aliquid

    Relate density to pressure in aliquid

    Explain pressure in a liquid andstate that P = hg

    Describe applications of pressurein liquids.

    Solve problems involving pressurein liquids.

    Observe situations to form ideas that pressure

    in liquids:

    a) acts in all directionsb) increases with depthObserve situations to form the idea that

    pressure in liquids increases with densityRelate depth (h) , density ( and gravitationalfield strength (g) to pressure in liquids to obtain

    P = hg

    Research and report on

    a) the applications of pressure inliquids

    b) ways to reduce the negative effect of

    pressure in liquid

    Solve problems involving pressure in liquids.

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    ObjectiveLearning Outcomes Suggested Activities Notes

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    25 29

    June 2012

    3.3 Understanding

    gas pressure and

    atmospheric

    pressure

    A student is able to:

    explain gas pressure

    explain atmospheric pressure describe applications of

    atmospheric pressure

    solve problems involvingatmospheric pressure and gas

    pressure

    Carry out activities to gain an idea of gas

    pressure and atmospheric

    Discuss gas pressure in terms of the behaviour

    of gas molecules based on the kinetic theory

    Discuss atmospheric pressure in terms of the

    weight of the atmosphere acting on the Earths

    surface

    Discuss the effect of altitude on the magnitudeof atmospheric pressure

    Research and report on the application of

    atmospheric pressure

    Solve problems involving atmospheric and gas

    pressure including barometer and manometer

    readings.

    Student need to be

    introduced to instruments

    used to measure gas

    pressure (Bourdon Gauge)

    and atmospheric pressure

    (Fortin barometer, aneroid

    barometer). Working

    principle of the instrument

    is not required.

    Introduce other units of

    atmospheric pressure.1 atmosphere = 760 mmHg =

    10.3 m water= 101300 Pa

    1 milibar = 100 Pa

    27

    2 6

    July 2012

    3.4 Applying Pascals

    principle

    A student is able to:

    State Pascals principle.

    Explain hydraulic system

    Describe applications of Pascalsprinciple.

    Solve problems involving Pascalsprinciple.

    Observe situations to form the idea that

    pressure exerted on an enclosed liquid is

    transmitted equally to every part of the liquid

    Discuss hydraulic systems as a force multiplier

    to obtain:

    Output force = output piston areaInput force input piston area

    Research and report on the application ofPascals principle (hydraulic systems)

    Solve problems involving Pascals principle

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    3.5 Applying

    Archimedes

    principle.

    A student is able to:

    Explain buoyant force

    Relate buoyant force to theweight of the liquid displaced

    State Archimedes principle.

    Describe applications ofArchimedes principle

    Solve problems involvingArchimedes principle

    Carry out an activity to measure the weight of

    an object in air and the weight of the same

    object in water to gain an idea on buoyant force.

    Conduct an experiment to investigate the

    relationship between the weight of water

    displaced and the buoyant force.

    Discuss buoyancy in terms of:

    a) An object that is totally or partiallysubmerged in a fluid experiences a buoyant

    force equal to the weight of fluid displaced

    b) The weight of a freely floatingobject being equal to the weight

    of fluid displaced

    c) A floating object has a density

    less than or equal to the density of the fluid

    in which it is floating.

    Research and report on the applications of

    Archimedes principle, e.g. submarines,

    hydrometers, hot air balloons

    Solve problems involving Archimedes principle.Build a Cartesian diver. Discuss way the diver

    can be made to move up and down.

    Have students recall the

    different forms of energy.

    289 13

    July 2012

    3.6 UnderstandingBernoullis principle.

    A student is able to:

    State Bernoullis principle Explain that resultant force

    exists due to a difference influid pressure

    Carry out activities to gain the idea that when

    the speed of a flowing fluid increases itspressure decreases, e.g. blowing above a strip of

    paper, blowing through straw, between two pingpong balls suspended on strings.

    Discuss Bernoullis principle

    Carry out activities to show that a resultant

    force exists due to a difference in fluid

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    Describe applications ofBernoullis principle

    Solve problems involvingBernoullis principle

    pressure.

    View a computer simulation to observe air flow

    over an aerofoil to gain an idea on lifting force.

    Research and report on the applications of

    Bernoullis principle.

    Solve problems involving Bernoullis principle.

    LEARNING AREA:4. HEAT

    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    29

    16 20

    July 2012

    4.1 Understanding

    thermal equilibrium.

    A student is able to:

    Explain thermal equilibrium

    Explain how a liquid in glassthermometer works

    Carry out activities to show that thermal

    equilibrium is a condition in which there is no

    nett heat flow between two objects in thermal

    contact

    Use the liquid-in-glass thermometer to explain

    how the volume of a fixed mass of liquid may be

    used to define a temperature scale.

    30

    23 27

    July 2012

    4.2 Understanding

    specific heat

    capacity

    A student is able to:

    Define specific heat capacity ( c) State that

    mc

    Qc

    Determine the specific heatcapacity of a liquid.

    Determine the specific heat

    Observe the change in temperature when:

    a) the same amount of heat is used to heat

    different masses of water.

    b) the same amount of heat is used to heat thesame mass of different liquids.

    Discuss specific heat capacity

    Plan and carry out an activity to determine the

    specific heat capacity of

    Heat capacity only relates

    to a particular object

    whereas specific heat

    capacity relates to amaterial

    Guide students to analyse

    the unit of c as 11KJkg

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    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    capacity of a solid

    Describe applications of aspecific heat capacity

    Solve problems involving specificheat capacity.

    a) a liquid b) a solid

    Research and report on applications of specific

    heat capacity.

    Solve problems involving specific heat capacity.

    or 1o1 CJkg

    31

    30 July

    3 Aug 2012

    4.3 Understanding

    specific latent heat

    A student is able to:

    State that transfer of heatduring a change of phase does

    not cause a change in

    temperature

    Define specific latent heat l State that

    m

    Ql

    Determine the specific latentheat of a fusion.

    Determine the specific latentheat of vaporization

    Solve problems involving specificlatent heat

    Carry out an activity to show that there is no

    change in temperature when heat is supplied to:

    a) A liquid at its boiling point.b) A solid at its melting point.With the aid of a cooling and heating curve,

    discuss melting, solidification, boiling and

    condensation as processes involving energy

    transfer without a change in temperature.

    Discuss

    a)

    latent heat in terms of molecular behaviourb) specific latent heatPlan and carry out an activity to determine the

    specific latent heat of

    a) fusion b) vaporisation

    Solve problems involving specific latent heat.

    Guide students to analyse

    the unit of l

    as 1Jkg

    32

    6 10

    Aug 2012

    UJIAN BULANAN 2 & PEMBETULAN UJIAN

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    ObjectiveLearning Outcomes Suggested Activities Notes

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    13 17

    Aug 2012

    4.4 Understanding

    the gas laws

    A student is able to:

    Explain gas pressure,temperature and volume in terms

    of gas molecules.

    Determine the relationshipbetween pressure and volume at

    constant temperature for a fixed

    mass of gas, i.e pV = constant

    Determine the relationshipbetween volume and temperature

    at constant pressure for a fixed

    mass of gas, i.e V/T = constant

    Determine the relationshipbetween pressure and

    temperature at constant volume

    for a fixed mass of gas, i.e p/T =

    constant

    Explain absolute zero Explain the absolute/Kelvin scale

    of temperature

    Solve problems involvingpressure, temperature andvolume of a fixed mass of gas

    Use a model or view computer simulations on the

    bahaviour of molecules of a fixed mass of gas to

    gain an idea about gas pressure, temperature

    and volume.

    Discuss gas pressure, volume and temperature in

    terms of the behaviour of molecules based on

    the kinetic theory.

    Plan and carry out an experiment on a fixed

    mass of gas to determine the relationship

    between:a) pressure and volume at constant temperatureb) volume and temperature at constant pressurec) pressure and temperature at constant volume

    Extrapolate P-T and V-T graphs or viewcomputer simulations to show that when

    pressure and volume are zero the temperature

    on a P-T and V-T graph is 2730C.

    Discuss absolute zero and the Kelvin scale of

    temperature

    Solve problems involving the pressure,

    temperature and volume of a fixed mass of gas.

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    LEARNING AREA:5. LIGHT

    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    34

    20 - 24Aug 2012 CUTI PERTENGAHAN PENGGAL

    35

    27 30

    Aug 2012

    5.1 Understanding

    reflection of light.

    A student is able to:

    Describe the characteristic ofthe image formed by reflection

    of light

    Observe the image formed in a plane mirror.

    Discuss that the image is:

    a) as far behind the mirror as the

    object is in front and the line

    joining the object and image isperpendicular to the mirror.

    b) the same size as the object

    c) virtual

    d) laterally inverted

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    ObjectiveLearning Outcomes Suggested Activities Notes

    36

    3 - 7

    Sep 2012

    5.2 Understanding

    refraction of light.

    A student is able to:

    Explain refraction of light Define refractive index as

    sinr

    sini

    Determine the refractive indexof a glass or Perspex block

    State the refractive index, , asSpeed of light in a vacuum

    Speed of light in a medium

    Describe phenomena due torefraction

    Solve problems involvingrefraction of light

    Observe situations to gain an idea of refraction

    Conduct an experiment to find the relationship

    between the angle of incidence and angle ofrefraction to obtain Snells law.

    Carry out an activity to determine the

    refractive index of a glass or perspex block

    Discuss the refractive index, , as

    Speed of light in a vacuum

    Speed of light in a medium

    Research and report on phenomena due to

    refraction, e.g. apparent depth, the twinkling ofstars.

    Carry out activities to gain an idea of apparentdepth. With the aid of diagrams, discuss real

    depth and apparent depth.

    Solve problems involving refraction of light

    PEKA 3:

    Experiment: To study the

    relationship between the

    angle of incidence and angle

    of refraction.

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    ObjectiveLearning Outcomes Suggested Activities Notes

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    10 - 14

    Sep 2012

    5.3 Understanding

    total internal

    reflection of light.

    A student is able to:

    Explain total internal reflectionof light

    Define critical angle (c)

    Relate the critical angle to therefractive index i.e

    csin

    1

    Describe natural phenomenoninvolving total internal reflection

    Describe applications of totalinternal reflection

    Solve problems involving totalinternal reflection

    Carry out activities to show the effect of

    increasing the angle of incidence on the angle of

    refraction when light travels from a denser

    medium to a less dense medium to gain an idea

    about total internal reflection and to obtain thecritical angle.

    Discuss with the aid of diagrams:

    a) total internal reflection and

    critical angle

    b) the relationship between criticalangle and refractive angle

    Research and report on

    a) natural phenomena involving total

    internal reflection

    b) the applications of total

    reflection e.g. in

    telecommunication using fibre

    optics.

    Solve problems involving total internal reflection

    38

    17 21

    Sep 2012

    5.4 Understanding

    lenses.

    A student is able to:

    Explain focal point and focallength

    determine the focal point andfocal length of a convex lens

    determine the focal point andfocal length of a concave lens

    Use an optical kit to observe and measure light

    rays traveling through convex and concave

    lenses to gain an idea of focal point and focal

    length.

    Determine the focal point and focal length ofconvex and concave lenses.

    3924 - 28

    5.4 Understandinglenses.

    Draw ray diagrams to show thepositions and characteristics ofthe images formed by a convex

    With the help of ray diagrams, discuss focal

    point and focal length

  • 7/28/2019 RPT PHY F4 2012

    19/20

    19/20

    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    Sep 2012 lens.

    Draw ray diagrams to show thepositions and characteristics of

    the images formed by a concavelens.

    Define magnification asu

    vm

    Relate focal length (f) to theobject distance (u) and image

    distance (v)

    i.e.v

    1

    u

    1

    f

    1

    Describe, with the aid of raydiagrams, the use of lenses in

    optical devices.

    Construct an optical device thatuses lenses.

    Solve problems involving tolenses.

    Draw ray diagrams to show the positions and

    characteristic of the images formed by a

    a) convex lens b) concave lens

    Carry out activities to gain an idea of

    magnification.

    With the help of ray diagrams, discuss

    magnification.

    Carry out activities to find the relationshipbetween u, v and f

    Carry out activities to gain an idea on the use of

    lenses in optical devices.

    With the help of ray diagrams, discuss the use

    of lenses in optical devices such as a telescope

    and microscope

    Construct an optical device that uses lenses.

    Solve problems involving to lenses

    PEKA 4:

    Experiment: To study the

    relationship between the

    object distance and image

    distance of a lens.

    40

    1 - 5

    Oct 2012

    ULANGKAJI PERSEDIAAN PEPERIKSAAN AKHIR TAHUN

    418 12

    Oct 2012

    ULANGKAJI PERSEDIAAN PEPERIKSAAN AKHIR TAHUN

    42

    15 19

    Oct 2012

    ULANGKAJI PERSEDIAAN PEPERIKSAAN AKHIR TAHUN

  • 7/28/2019 RPT PHY F4 2012

    20/20

    20/20

    WeekLearning

    ObjectiveLearning Outcomes Suggested Activities Notes

    43

    22 - 26

    Oct 2012

    ULANGKAJI PERSEDIAAN PEPERIKSAAN AKHIR TAHUN

    44

    29 Oct -2 Nov 2012

    PEPERIKSAAN AKHIR TAHUN

    45

    5 - 9

    Nov 2012

    PEPERIKSAAN AKHIR TAHUN

    10 Nov 2012

    31 Dis 2012

    CUTI AKHIR TAHUN