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Geometry 2 Week 2 Fairfax High School Geometry PLC

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  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    Week2,Lesson1EssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestion

    WarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmup

    11Warmup:Answerthefollowingquestions.

    1.Warmup2. MultipleTransformations3.Worksheet

    Iwillinvestigatetheeffectofmultipletransformationsonanobjectwithinthecoordinatesystem.

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    Createaflipbookwhichwillmimictheanimationprocess.

    Chooseanobjectthatyouwishtoanimate.

    Maketheobjectmovefrompagetopagebyperformingreflections,rotations,andtranslationsofyourobjectineachsubsequentdrawing.

    Youwillbeevaluatedonthefollowing:movementofanobjectfromonepagetoanotherandtheuseofreflections,rotations,andtranslationsthroughoutthebook.

    ThisprojectcanbecompletedbyhandorusingaPowerPointpresentation.

    Geometry2Project#1TransformationFlipBook

    FlipBook4.pptx

    PowerPointExamplehttp://www.youtubeclean.com/watch?v=FH97UerMW6I

    ByHandExample

    Geometry TransformationsFlip Book

    Fairfax High School Geometry PLC 2012

    23

    24

    25

    26

    27

    28

    29

    30

    31

    32

    33

    To Be Continued

    Cliff Hanger Get it?

    34

  • SMART Notebook

    http://www.youtubeclean.com/watch?v=fh97uermw6i

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    MultipleTransformations

    (x,y)(x+6,y2)

    DrawthefinalfigureExplaineachtransformation

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    MultipleTransformations

    (x,y)(y,x)

    DrawthefinalfigureExplaineachtransformation

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    MultipleTransformations

    (x,y)(x,y)(x+3,y2)

    DrawthefinalfigureExplaineachtransformation

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    (x,y)(x,y)(x,y)(x+5,y1)

    MultipleTransformations DrawthefinalfigureExplaineachtransformation

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    (x,y)(x,y)(x+5,y1)

    MultipleTransformations DrawthefinalfigureExplaineachtransformation

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosure

    ClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosure

    RightSide...

    LeftSide...

    Writeasummaryaboutmultipletransformationsperformedonapolygoninthecoordinatesystem.

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtra

    ExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtra

    12AllTransformations.pdf

  • W I2w0b1U2o mKIu1t8aF 0SJoIfNtXw2aPrreF WL6LFC4.D A AAJl1lR irWikgehgt0s2 Tr4eUs7etr7vqexd1.U Q oMjaYdDeN 1weiXt1h2 lIknvfvianEiQtGeW GGueFo6mte3tirLyh.8 Worksheet by Kuta Software LLC

    Kuta Software - Infinite Geometry Name___________________________________

    Period____Date________________All Transformations

    Graph the image of the figure using the transformation given.

    1) rotation 90 counterclockwise about theorigin

    x

    y

    J

    Z

    L

    2) translation: 4 units right and 1 unit down

    x

    y

    Y

    F

    G

    3) translation: 1 unit right and 1 unit up

    x

    y

    E

    J

    T

    M

    4) reflection across the x-axis

    x

    y

    M

    C J

    K

    Write a rule to describe each transformation.

    5)

    x

    y

    H

    C

    B

    H'

    C'

    B'

    6)

    x

    y

    P

    D

    E

    I

    D'

    E'

    I' P'

    -1-

  • a X2U0I1r26 tKcuctYa8 eS2oofDtewgaxrVeA 2LkLDCL.Z 6 mAplVlj zr8iFg9hCtfsw Er0eqslefr7vPetdc.O p MMzaUdyeo ewsiWt7h9 EIJnOf0izngiPt4eW dGWeXoJmue9terVyR.U Worksheet by Kuta Software LLC

    7)

    x

    y

    E

    R

    F

    I

    R'

    F'

    I'

    E'

    8)

    x

    y

    X

    B

    G

    X'

    B'

    G'

    Graph the image of the figure using the transformation given.

    9) rotation 90 clockwise about the origin

    B(2, 0), C(4, 3), Z(3, 4), X(1, 4)

    x

    y

    10) reflection across

    y =

    x

    K(5, 2), A(4, 1), I(0, 1), J(2, 4)

    x

    y

    Find the coordinates of the vertices of each figure after the given transformation.

    11) rotation 180 about the origin

    E(2, 2), J(1, 2), R(3, 3), S(5, 2)12) reflection across

    y = 2

    J(1, 3), U(0, 5), R(1, 5), C(3, 2)

    13) translation: 7 units right and 1 unit down

    J(3, 1), F(2, 3), N(2, 0)14) translation: 6 units right and 3 units down

    S(3, 3), C(1, 4), W(2, 1)

    -2-

  • n f2P0C1H2R HKvu2t8an AS5olf3t1wJalrveU 6LPLQCM.Z t yADlulA jrsivgFhCtcsK 2rredsJekrFvoe5dZ.k O qMJaud4eV hwLiftIhk zIHnRfIiCnqiltveZ oGke9o8m6eSt1r1yp.d Worksheet by Kuta Software LLC

    Kuta Software - Infinite Geometry Name___________________________________

    Period____Date________________All Transformations

    Graph the image of the figure using the transformation given.

    1) rotation 90 counterclockwise about theorigin

    x

    y

    J

    Z

    L

    J'

    Z'

    L'

    2) translation: 4 units right and 1 unit down

    x

    y

    Y

    F

    G

    Y'

    F'

    G'

    3) translation: 1 unit right and 1 unit up

    x

    y

    E

    J

    T

    M

    E'

    J'

    T'

    M'

    4) reflection across the x-axis

    x

    y

    M

    C J

    K

    C' J'

    K'

    M'

    Write a rule to describe each transformation.

    5)

    x

    y

    H

    C

    B

    H'

    C'

    B'

    translation: 1 unit right

    6)

    x

    y

    P

    D

    E

    I

    D'

    E'

    I' P'

    reflection across

    x = 3

    -1-

  • b Y230B1M25 jK6uPt3aF hS7oAfHtxwkaGrgeH YLqLoCT.Z D MABlplT nrNiZgShftksp SrzeYsZegr2vkeXdr.h w zMlaydWeA CwkiftkhF 5I8nZfriYnuiwtle2 jGae8oEmMeitprYy7.H Worksheet by Kuta Software LLC

    7)

    x

    y

    E

    R

    F

    I

    R'

    F'

    I'

    E'

    reflection across the x-axis

    8)

    x

    y

    X

    B

    G

    X'

    B'

    G'

    rotation 180 about the origin

    Graph the image of the figure using the transformation given.

    9) rotation 90 clockwise about the origin

    B(2, 0), C(4, 3), Z(3, 4), X(1, 4)

    x

    y

    B'

    C'

    Z'

    X'

    B

    C

    Z X

    10) reflection across

    y =

    x

    K(5, 2), A(4, 1), I(0, 1), J(2, 4)

    x

    y

    A'

    I'

    J'

    K'

    K

    A

    I

    J

    Find the coordinates of the vertices of each figure after the given transformation.

    11) rotation 180 about the origin

    E(2, 2), J(1, 2), R(3, 3), S(5, 2)

    E'(2, 2), J'(1, 2), R'(3, 3), S'(5, 2)

    12) reflection across

    y = 2

    J(1, 3), U(0, 5), R(1, 5), C(3, 2)

    U'(0, 1), R'(1, 1), C'(3, 2), J'(1, 1)

    13) translation: 7 units right and 1 unit down

    J(3, 1), F(2, 3), N(2, 0)

    J'(4, 0), F'(5, 2), N'(5, 1)

    14) translation: 6 units right and 3 units down

    S(3, 3), C(1, 4), W(2, 1)

    S'(3, 0), C'(5, 1), W'(4, 4)

    -2-

    Create your own worksheets like this one with Infinite Geometry. Free trial available at KutaSoftware.com

    SMART Notebook

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    Week2,Lesson2EssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestion

    WarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmup

    13Warmup:Answerthefollowingquestions.

    1.Warmup2. MultipleTransformations3.Worksheet

    Iwillinvestigatetheeffectofmultipletransformationsonanobjectwithinthecoordinatesystem.

    FlipBook

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    MultipleTransformations DrawthefinalfigureExplaineachtransformation

    (x,y)(y,x)(x,y)(x+3,y+2)

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    1

    MultipleTransformationsWritetheequationforthetransformation(s)

    (x,y)

    2

    3

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    (x,y)(x7,y)(x,y)(x+2,y1)(y,x)

    MultipleTransformations DrawthefinalfigureExplaineachtransformation

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    MultipleTransformationsWritetheequationforthetransformation(s)

    (x,y)

    1

    2

    3

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    InvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigationInvestigation

    MultipleTransformationsWritetheequationforthetransformation(s)

    (x,y)youpicktheshape

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosure

    ClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosure

    RightSide...

    LeftSide...

    Writeasummaryaboutmultipletransformationsperformedonapolygoninthecoordinatesystem.

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtra

    ExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtra

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    Week2,Lesson3EssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestion

    WarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmupWarmup

    151.Warmup2. MultipleTransformations3.Worksheet

    Iwillinvestigatetheeffectofmultipletransformationsonanobjectwithinthecoordinatesystem.

    GraphtheimageofsquareKLMNafteratranslation10unitsrightand9unitsdown.

    FlipBook

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivity

    ICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivity

    http://www.ixl.com/math/geometry/translationsgraphtheimage

    FigureDEhasverticesD(1,3)andE(3,3).

    GraphDEanditsimageafterthe

    indicatedtransformation.

    ICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivity

    http://www.ixl.com/math/geometry/translations-graph-the-image

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivity

    ICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivity

    TriangleABChasverticesA(1,3),B(2,1)andC(3,2).

    Graph4ABCanditsimageaftertheindicatedglidereflection.

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivity

    ICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivityICA:InClassActivity

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosure

    ClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosureClosure

    RightSide...

    LeftSide...

    Writeasummaryaboutmultipletransformationsperformedonapolygoninthecoordinatesystem.

    Originalfigure

    FiguresA,B,andCareimagesoftheoriginalfigurebelow.Tellwhichfigureshowstherotationdescribed.

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    ExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtra

    ExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtraPracticeExtra

    TRANSFORMATIONS.doc

    TRANSFORMATIONS

    -15

    -10

    -5

    0

    5

    10

    15

    -15

    -10

    -5

    0

    5

    10

    15

    Describe fully the transformations needed to move:

    1. A to B

    11.E to L

    2. A to D

    12.D to K

    3. A to F

    13.I to A

    4. E to A

    14.G to I

    5. I to K

    15.D to G

    6. J to H

    16.K to F

    7. I to M

    17.F to D

    8. A to L

    18.C to H

    9. C to A

    19.M to B

    10. L to D

    20.K to M

    F

    A

    x

    C

    H

    EMBED Excel.Chart.8 \s EMBED Excel.Chart.8 \s

    y

    B

    G

    D

    E

    L

    K

    I

    J

    M

    _1158398272.xls

    Chart1

    -10

    -10

    10

    10

    Sheet1

    -10

    -10

    10

    10

    Sheet1

    0

    0

    0

    0

    0

    0

    0

    0

    Sheet2

    Sheet3

    _1158396451.xls

    Chart1

    -10

    -10

    10

    10

    Sheet1

    -10

    -10

    10

    10

    Sheet1

    0

    0

    0

    0

    0

    0

    0

    0

    Sheet2

    Sheet3

    SMART Notebook

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    Week2,Lesson4EssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestionEssentialQuestion

    Youneed1pieceofextrapaperandawritingutensil

    or

    or

    IwilldemonstratemyknowledgeofGeometricTransformations

    3WeekPracticeTest

    do not copy!

    do not copy!FlipBook

  • Geometry2Week2

    FairfaxHighSchoolGeometryPLC

    EndofWeek2

  • Attachments

    12AllTransformations.pdf

    FlipBook4.pptx

    TRANSFORMATIONS.doc

  • W I2w0b1U2o mKIu1t8aF 0SJoIfNtXw2aPrreF WL6LFC4.D A AAJl1lR irWikgehgt0s2 Tr4eUs7etr7vqexd1.U Q oMjaYdDeN 1weiXt1h2 lIknvfvianEiQtGeW GGueFo6mte3tirLyh.8 Worksheet by Kuta Software LLC

    Kuta Software - Infinite Geometry Name___________________________________

    Period____Date________________All Transformations

    Graph the image of the figure using the transformation given.

    1) rotation 90 counterclockwise about theorigin

    x

    y

    J

    Z

    L

    2) translation: 4 units right and 1 unit down

    x

    y

    Y

    F

    G

    3) translation: 1 unit right and 1 unit up

    x

    y

    E

    J

    T

    M

    4) reflection across the x-axis

    x

    y

    M

    C J

    K

    Write a rule to describe each transformation.

    5)

    x

    y

    H

    C

    B

    H'

    C'

    B'

    6)

    x

    y

    P

    D

    E

    I

    D'

    E'

    I' P'

    -1-

  • a X2U0I1r26 tKcuctYa8 eS2oofDtewgaxrVeA 2LkLDCL.Z 6 mAplVlj zr8iFg9hCtfsw Er0eqslefr7vPetdc.O p MMzaUdyeo ewsiWt7h9 EIJnOf0izngiPt4eW dGWeXoJmue9terVyR.U Worksheet by Kuta Software LLC

    7)

    x

    y

    E

    R

    F

    I

    R'

    F'

    I'

    E'

    8)

    x

    y

    X

    B

    G

    X'

    B'

    G'

    Graph the image of the figure using the transformation given.

    9) rotation 90 clockwise about the origin

    B(2, 0), C(4, 3), Z(3, 4), X(1, 4)

    x

    y

    10) reflection across

    y =

    x

    K(5, 2), A(4, 1), I(0, 1), J(2, 4)

    x

    y

    Find the coordinates of the vertices of each figure after the given transformation.

    11) rotation 180 about the origin

    E(2, 2), J(1, 2), R(3, 3), S(5, 2)12) reflection across

    y = 2

    J(1, 3), U(0, 5), R(1, 5), C(3, 2)

    13) translation: 7 units right and 1 unit down

    J(3, 1), F(2, 3), N(2, 0)14) translation: 6 units right and 3 units down

    S(3, 3), C(1, 4), W(2, 1)

    -2-

  • n f2P0C1H2R HKvu2t8an AS5olf3t1wJalrveU 6LPLQCM.Z t yADlulA jrsivgFhCtcsK 2rredsJekrFvoe5dZ.k O qMJaud4eV hwLiftIhk zIHnRfIiCnqiltveZ oGke9o8m6eSt1r1yp.d Worksheet by Kuta Software LLC

    Kuta Software - Infinite Geometry Name___________________________________

    Period____Date________________All Transformations

    Graph the image of the figure using the transformation given.

    1) rotation 90 counterclockwise about theorigin

    x

    y

    J

    Z

    L

    J'

    Z'

    L'

    2) translation: 4 units right and 1 unit down

    x

    y

    Y

    F

    G

    Y'

    F'

    G'

    3) translation: 1 unit right and 1 unit up

    x

    y

    E

    J

    T

    M

    E'

    J'

    T'

    M'

    4) reflection across the x-axis

    x

    y

    M

    C J

    K

    C' J'

    K'

    M'

    Write a rule to describe each transformation.

    5)

    x

    y

    H

    C

    B

    H'

    C'

    B'

    translation: 1 unit right

    6)

    x

    y

    P

    D

    E

    I

    D'

    E'

    I' P'

    reflection across

    x = 3

    -1-

  • b Y230B1M25 jK6uPt3aF hS7oAfHtxwkaGrgeH YLqLoCT.Z D MABlplT nrNiZgShftksp SrzeYsZegr2vkeXdr.h w zMlaydWeA CwkiftkhF 5I8nZfriYnuiwtle2 jGae8oEmMeitprYy7.H Worksheet by Kuta Software LLC

    7)

    x

    y

    E

    R

    F

    I

    R'

    F'

    I'

    E'

    reflection across the x-axis

    8)

    x

    y

    X

    B

    G

    X'

    B'

    G'

    rotation 180 about the origin

    Graph the image of the figure using the transformation given.

    9) rotation 90 clockwise about the origin

    B(2, 0), C(4, 3), Z(3, 4), X(1, 4)

    x

    y

    B'

    C'

    Z'

    X'

    B

    C

    Z X

    10) reflection across

    y =

    x

    K(5, 2), A(4, 1), I(0, 1), J(2, 4)

    x

    y

    A'

    I'

    J'

    K'

    K

    A

    I

    J

    Find the coordinates of the vertices of each figure after the given transformation.

    11) rotation 180 about the origin

    E(2, 2), J(1, 2), R(3, 3), S(5, 2)

    E'(2, 2), J'(1, 2), R'(3, 3), S'(5, 2)

    12) reflection across

    y = 2

    J(1, 3), U(0, 5), R(1, 5), C(3, 2)

    U'(0, 1), R'(1, 1), C'(3, 2), J'(1, 1)

    13) translation: 7 units right and 1 unit down

    J(3, 1), F(2, 3), N(2, 0)

    J'(4, 0), F'(5, 2), N'(5, 1)

    14) translation: 6 units right and 3 units down

    S(3, 3), C(1, 4), W(2, 1)

    S'(3, 0), C'(5, 1), W'(4, 4)

    -2-

    Create your own worksheets like this one with Infinite Geometry. Free trial available at KutaSoftware.com

    SMART Notebook

    Geometry TransformationsFlip Book

    Fairfax High School Geometry PLC 2012

    23

    24

    25

    26

    27

    28

    29

    30

    31

    32

    33

    To Be Continued

    Cliff Hanger Get it?

    34

  • SMART Notebook

    TRANSFORMATIONS

    -15

    -10

    -5

    0

    5

    10

    15

    -15

    -10

    -5

    0

    5

    10

    15

    Describe fully the transformations needed to move:

    1. A to B

    11.E to L

    2. A to D

    12.D to K

    3. A to F

    13.I to A

    4. E to A

    14.G to I

    5. I to K

    15.D to G

    6. J to H

    16.K to F

    7. I to M

    17.F to D

    8. A to L

    18.C to H

    9. C to A

    19.M to B

    10. L to D

    20.K to M

    F

    A

    x

    C

    H

    EMBED Excel.Chart.8 \s EMBED Excel.Chart.8 \s

    y

    B

    G

    D

    E

    L

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    SMART Notebook

    Page 1: PlanningPage 2: Agenda WupPage 3: Dec 10-2:50 PMPage 4: InvestigationPage 5: InvestigationPage 6: InvestigationPage 7: InvestigationPage 8: InvestigationPage 9: ClosurePage 10: Extra PracticePage 11: Agenda WupPage 12: InvestigationPage 13: InvestigationPage 14: InvestigationPage 15: InvestigationPage 16: InvestigationPage 17: ClosurePage 18: Extra PracticePage 19: Agenda WupPage 20: ICAPage 21: ICAPage 22: ICAPage 23: ClosurePage 24: Extra PracticePage 25: Agenda WupPage 26: End of WeekAttachments Page 1