physics made easy - form 4

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  • 7/23/2019 Physics Made Easy - Form 4

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    Positive zero error

    Negative zero error

    inside jaws (measure internal diameter)

    vernier scale

    object

    outside jaws(measureexternal diameter)

    measures depth

    main scale

    zero error = +0.06 cm

    mainscale

    vernierscale

    zero error = (0.10 0.07) cm = 0.03 cm

    mainscale

    vernierscaleMain scale reading

    Vernier scale readingSize of object

    = 1.6 cm= 0.05 cm= 1.65 cm

    spindle

    frame

    sleeve (with main scale)

    ratchet knob 0

    45

    40

    10

    5

    0

    40

    35

    anvil

    thimble scalelock

    ballbearing

    Main scale readingVernier scale reading

    Size of ball bearing

    Positive zero error Negative zero error

    zero error = + 0.04 mm zero error = 0.06 mm

    = 7.50 mm= 0.37 mm

    = 7.87 mm

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    Title of the graph

    x-axis is labelled

    y-axis is labelled

    Suitableeven scale

    Respondingvariables

    Coordinatesare plottedwith a small

    cross mark ( )

    Manipulated variables

    Best adjustedstraight line

    Suitableeven scale

    Length ofpendulum,(cm)

    Time for 10 oscillations, t(s) Period ofoscillation,

    tT= (s)

    10

    T2(s 2)t

    1t

    2Mean, t

    10.0 6.2 6.4 6.3 0.63 0.40

    20.0 8.9 8.9 8.9 0.89 0.79

    30.0 10.7 10.9 10.8 1.08 1.17

    40.0 12.4 12.6 12.5 1.25 1.56

    50.0 14.0 14.0 14.0 1.40 1.96

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    Darrens

    house

    Post office

    P

    Q

    R

    s1

    s2

    s

    SMK Seri Perak

    Initial velocity, u 1.0 cm= = 50.0 cm s1 0.02 s

    directionof motion

    Time interval, t= 4 dot-spaces 0.02 s= 0.08 s

    Final velocity, v 1.4 cm= = 70.0 cm s1 0.02 s

    Time for 1 dot-space (1 tick) 1= = 0.02 s 50

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    Object at

    rest

    When a stationarybus startstomove with forward

    acceleration, thepassengers lurchbackwards.

    Object inmotion

    When a moving busstopssuddenly, thepassengers lurchforwards.

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    Type of collision Situation Important formula

    Elastic Momentum is conserved: m

    Au

    A+ m

    Bu

    B= m

    Av

    A+ m

    Bv

    B

    Kinetic energy is conserved: 1 1

    mAuA2+ mBuB22 2

    1 1 = m

    Av

    A2+ m

    Bv

    B2

    2 2

    Inelastic Momentum is conserved:

    mAuA+ mBuB= (mA+ mB)v

    Kinetic energy is NOTconserved.

    Explosion

    mAv

    A+ m

    Bv

    B= 0

    uA

    mA

    mB m

    A m

    B

    uB

    vA v

    B

    uA

    mA

    mB m

    A m

    B

    uB v

    at rest

    vA

    mA

    vB

    mB

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    spring balance

    measure the

    gravitational

    attraction(weight)

    on the objectm

    mg

    Earth

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    W

    flowerpotW

    T2

    T1

    T2

    T1

    T2 T1

    W

    W

    T2

    T1

    2

    F2

    F1

    30

    30

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    Factors Less stiff More stiff

    Value of springconstant, k

    Small k Big k

    Length of spring

    Long spring Short spring

    Diameter of wire

    Thin wire Thick wire

    Diameter of coil

    Big diameter Small diameter

    Type of material

    Copper wire Steel wire

    Arrangement ofspring

    Series Parallel

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    P

    A

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    inputforce, F1

    a high outputforce, F2 isproducedbecause of

    fluid

    piston

    cylinder

    objectbeing lifted

    the large surfacearea of the pistonA2 which

    is acted byhigh pressure

    INPUT OUTPUT

    high pressure is transmitted

    acting on thesurface area,A1of the smallpiston and

    produceshigh pressure

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    purged air

    ventvalveopens

    waterentersthe ballasttank

    weight

    diving

    buoyant force

    equalpressure

    floating

    weight

    buoyantforce

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    compressedair

    rising

    weight

    buoyant force

    air from atmosphereflows in

    gas supply

    The fast flowing

    gas produces aregion of lowpressure.

    The high atmosphericpressure causes theair to be sucked inand mixed with the

    gas.

    The mixture of gas

    and air producesa completecombustion.

    1

    2

    3

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    B

    A

    C

    D E

    F

    Solid

    Solid +Liquid

    Liquid + Gas

    Gas

    Liquid

    solid heating solid melting liquid heating gas heatingliquid boilingTime (s)

    melting begins

    boiling point

    melting point

    Temperature(C)

    melting completes boiling begins boiling completes0

    Liquid +Solid Solid

    Gas + Liquid LiquidGas

    solid coolingliquid freezingliquidcooling

    gascooling gas condensing

    condensation begins

    condensation

    point

    freezing

    point

    condensationcompletes

    freezing begins freezing completes

    F

    Time (s)

    Temperature(C)

    B C

    D E

    A

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    Boyles law

    Temperature = constant

    Action Decrease in volume

    Before

    After

    Result Pressure increase

    Relationship

    Formula P1V1= P2V2

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    Pressure law Charles law

    Volume = constant Pressure = constant

    Increase in temperature Increase in temperature

    Pressure increase Volume increase

    P1 P

    2

    = T1 T

    2

    V1 V

    2

    = T1 T

    2

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    incident ray

    normal

    reflected ray

    i r

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    i

    r

    I

    O

    apparentdepth, d

    realdepth, D

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    semicircular glass block

    refracted ray

    reflected ray

    ray box

    incident ray A

    B

    DC

    protractor

    protractor

    totally refracted ray

    ray box

    incidentray

    semicircularglass block

    B

    A

    DC

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    1 2 3

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    i

    vu

    Image is formedbehind the lens

    o

    i

    Image is formed on the same side

    of the lens

    i

    ho

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    1 2 3

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    i

    vu

    Image is formedbehind the lens

    o

    i

    Image is formed on the same side

    of the lens

    i

    ho

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