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    Numerical Communication

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    Introduction

    This collection of worksheets is meant to help English as second language (ESL) students to

    learn how to present numerical/logical information in the form of graphics. The first part of

    the lesson is meant to be presented b the teacher as a lecture. !fter the lecture" there are a

    series of graphics and groups of students or indi#idual students can then present the

    information to the other students. The graphics are online and the link to the lecture and

    graphics is pro#ided with the lesson. There is an assumption that the teacher has access to a

    computer connected to the internet and can pro$ect the graphic assigned to the students to a

    screen. %sing this collection of worksheets" the student can get practice standing in front of

    an audience and explaining the graphics pro#ided.

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    Numerical Communication

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    Table of Contents

    Topic Page

    & &ntroduction '

    ' !pproximation

    http://foxhugh.com/charts/approximation/

    http://foxhugh.com/charts/approximationgraphics/

    * +escribe a ,ar -hart

    http://foxhugh.com/charts/approximationgraphics/

    ''

    +escribe a +iagram

    http://foxhugh.com/charts/approximationgraphics/

    *

    +escribe a lowchart

    http://foxhugh.com/charts/describeaflowchart/

    0 +escribe a Line 1raph

    http://foxhugh.com/charts/describinggraphs/

    2 +escribe a 3ie -hart

    http://foxhugh.com/charts/describeapiechart/

    4

    5 +escribe a Scatter 3lot

    http://foxhugh.com/charts/describeapiechart/

    05

    6 +escribe a Table of 3ercentages

    http://foxhugh.com/charts/describeatable/

    04

    4 +escribe a Trend

    http://foxhugh.com/charts/describetrends/

    22

    '7 +escribe a 8enn +iagram

    http://foxhugh.com/charts/describea#enndiagram/

    5'

    '' +escribe an 9rganiational -hart

    http://foxhugh.com/charts/describeorganiationalchart/

    5

    '* +onald in ;athmagic Land 9nline

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    Numerical Communication

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    http://foxhugh.com/t#seriesesldiscussion=uestions/donaldin

    mathemagicland/

    ' +escribe a Lo#e -hart

    http://foxhugh.com/charts/describelo#echarts/

    6'

    ' Lo#e -hart E#aluation orm 65

    '0 >umerical 3refixes

    http://foxhugh.com/#ocabulartables/numericalprefixestable/

    66

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    Approximation

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    Introduction

    &n report writing it is good stle to use ?approximation? in the indings" -onclusions and@ecommendations. !pproximation means describing numbers or statistics b using a fraction

    that is similar to the exact numberA e.g. using ?about onethird? instead of .52B" or an eas

    toremember number such as ?$ust under one million? instead of ?445"20*?.

    There are a number of reasons for doing this. irstl" it is easier for people to understand and

    remember. Secondl" the numbers or statistics ma be more detailed than necessar.

    ') about" roughl" approximatel" around

    *) under" less than" below" almost

    ) o#er" more than" abo#e

    ) nearl" close to" approaching

    0) precisel" exactl

    Cere are some examples:

    a) 20B about twothirds of

    b) *6B $ust o#er a =uarter of

    c) *'B about a fifth

    d) 4B $ust under a half of

    e) 5B almost three=uarters of

    f) .B a third of

    g) 4*B most of

    h) 46.0B almost all

    i) '"7 o#er a thousand

    $) ''0 o#er a hundred

    k) 4 fewer than ten

    l) * a small number

    m) a few

    n) 2 se#eral

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    o) 54"46* about three=uarters of a million

    =) '"*02"647"0 o#er '.* billion

    r) '77"770 about one hundred thousand

    s) 27.7B roughl sixt per cent

    t) 7.0D- approximatel 7 degrees -elsius

    u) 07*.7* around fi#e hundred pounds

    Tips:

    ') +on?t use fractions where the denominator (the number under the line) is greater than 0

    man people do not know that '/2F '2B or that 5/6F 65.0B .

    *) +on?t forget the hphen in fractionsA e.g. ?onethird? (but not after ?a?A e.g. use ?a third?).

    ) +on?t forget to add an ?s? on the end of fractions starting with two or greaterA e.g. ?two

    thirds?" ?three=uarters?.

    ) ;ost fractions can be followed b the preposition ?of ?A e.g. ?Three=uarters of the staff

    were satisfied with working conditions.?

    0) ;ost fractions are followed b a plural nounA e.g. ?half of the books?" except uncountable

    nounsA e.g. ?Calf of the staff were satisfied with working conditions? (the #erb is ?were?" not

    ?was?" because ?staff ? is thought of as a plural after fractions).

    2) &n strictl correct grammar use ?fewer than? for countable nouns and ?less than? for

    uncountable nouns.

    5) &t is more natural to use ?a? instead of ?one? in front of fractionsA e.g. ?a third of ...?

    6) &n front of ?half ? ou do not need to use ?a? or ?one?A e.g. ?Calf of the staff were satisfied

    with their working relationships.?

    4) +o not use a number at the start of a sentence" because it?s bad stle. %se wordsA e.g. ?'77

    9ne hundred of the staff were satisfied with working conditions.?

    '7) ,e careful of the spelling of ?se#eral? it?s not ?se#eral?.

    '') @emember that ?onl? and ?$ust? often ha#e a negati#e meanings" so use them onl if ou

    want to show that something is badA e.g. ?9nl 'B of our staff were satisfied with working

    conditions.?

    Match the phrase to the correct number:

    a) '4.46B ') $ust under a hundred

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    b) '7'"445

    c) *2B

    d) .B

    e) *6"''*

    f) '"240"'4

    g) 6.65B

    h) 45

    i) 5

    $) 5.*0B

    *) nearl three=uarters

    ) about '.5 million

    ) a =uarter of a million

    0) about a fifth of

    2) a third of

    5) se#eral

    6) almost a half of

    4) $ust o#er a =uarter of

    '7) about '77"777

    Approximation Graphics

    http://foxhugh.com/charts/approximationgraphics/

    The following graphics are a#ailable online" at the abo#e address" and the students will

    describe the graphic assigned to that student to the other students.

    http://foxhugh.wordpress.com/charts/approximation-graphics/http://foxhugh.wordpress.com/charts/approximation-graphics/
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    Numerical Communication

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    Describe a Bar Chart

    http://foxhugh.com/charts/describebarcharts/

    Describing Bar Charts and Column Charts !"

    ,ar charts and column charts are similar: onl their orientations differ. ! bar chart is

    orientated horiontall" whereas a column chart is arranged #erticall. Sometimes Gbar chartG

    refers to both forms.

    These tpes of charts are usuall used for comparison purposes (unlike line charts" which

    describe change).

    9bser#e the following chart:

    &t shows the populations of #arious European countries in the ear *775. The populations are

    onl for one ear" *775" and so we cannot make an comments about change in population:

    we can onl compare one count with another.

    &TS. 9n the Iaxis in this

    chart the units are millions. The population of ,elgium in *775 was not '7" but '7 millionpeople.

    http://foxhugh.wordpress.com/charts/describe-bar-charts/http://foxhugh.wordpress.com/charts/describe-bar-charts/
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    ,ar and column charts show similarities and differences.

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    long longer longest

    low lower lowest

    man more most

    much more most

    new newer newest

    old older oldest

    poor poorer poorest

    rich richer richest

    short shorter shortest

    small small smallest

    strong stronger strongest

    weak weaker

    To signal comparison and contrast within a sentence ou can use the following con$unctions:

    as ....... as" not as ......... as" not so ........ as" whereas" but" while" although

    To signal comparison and contrast between sentences ou can use the following words and

    phrases:

    Describing Bar Charts and Column Charts #"

    ,ar charts and column charts are often used to make multiple comparisons.

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    &t shows the populations of ma$or European countries in the ears '442 and *775. &n this case

    we can make two sets of comparisons. ow ou can compare indi#idual countries and ou can compare two things: Iou can

    compare sies of populations and ou can compare the change in populations from '442 to

    *775.

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    &t is important to mention an exceptions to the changes ou describe. &n this case" the

    exception is 3oland where the population fell #er slightl in the period described.

    To write a short description of this graph ask yourself (and answer!) the following questions:

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    Numerical Communication

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    These two charts show EH!-TLI the same information. Cowe#er" it is easier to see the

    differences in the first chart because the I axis starts at 7" not ero. Sometimes charts are

    formatted like this in order to make the differences more ob#ious.

    Bar Chart Graphics

    The following graphics are a#ailable online (http://foxhugh.com/charts/describebarcharts/ ).

    The students will describe the graphic assigned to that student to the other students.

    http://foxhugh.wordpress.com/charts/describe-bar-charts/http://foxhugh.wordpress.com/charts/describe-bar-charts/
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    Describe a Diagram

    http://foxhugh.com/charts/describeadiagram/

    Diagram Graphics

    The following graphics are a#ailable online (http://foxhugh.com/charts/describeadiagram/).

    The students will describe the graphic assigned to that student to the other students.

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    Numerical Communication

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    Describing a %lo&chart

    http://foxhugh.com/charts/describeaflowchart/

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    Numerical Communication

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    Describing a 'ine Graph

    http://foxhugh.com/charts/describinggraphs/

    Look at the following simple line graph:

    &t shows the population of +enmark from '442 to *775. Iou can see that in '442 the

    population was 0.*0 million and that b the ear *775 it had grown to 0.0 million.

    &TS. 9n the Iaxis in this

    graph the units are millions. The population of +enmark in '442 was not 0.*0" but 0.*0

    million people.

    Line graphs describe change.

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    Numerical Communication

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    Pie Chart

    http://foxhugh.com/charts/describeapiechart/

    3ie -harts normall show proportion" which can be measured in percentages or fractions.

    This chart shows the relati#e sie of populations of countries of the European %nion in *775.

    So we can onl make comparisonsA we cannot sa anthing about change.

    >9T sa that 3oland has the smallest population: *' other countries ha#e

    populations smaller than 3oland?s.

    The twentone smallest countries of the European %nion make up nearl 7B of the

    population.

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    Numerical Communication

    http://foxhugh.com/charts/43

    This chart shows the relati#e sie of populations of countries of the European %nion in both

    '446 and *775. &n this case we can make two sets of comparisons:

    ') ote that ou -!>>9T sa that 1erman?s population fell or that rance?s population grew.

    These charts onl show population share" not population numbers.

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    Numerical Communication

    http://foxhugh.com/charts/44

    Pie Chart Graphics

    The following graphics are a#ailable online (http://foxhugh.com/charts/describeapiechart/).

    The students will describe the graphic assigned to that student to the other students.

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    Numerical Communication

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    Numerical Communication

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    Numerical Communication

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    Describe a *catter Plot

    http://foxhugh.com/charts/describeascatterplot/

    Scatter plots are used to displa the relationship between two =uantitati#e #ariables.

    9ne #ariable on horiontal axis" one on #ertical. ;easure both #ariables on each indi#idual.

    Each indi#idual appears as one point in the plot. -an use different smbols (tags) to show the

    effect of a categorical #ariable. &f there is an explanator #ariable" always put the explanatory

    ariable on the hori"ontal axis#

    Example ;anatees are a large" gentle sea creature li#ing along the lorida coast. ;an

    manatees are killed or in$ured b powerboats.

    Explanator 8ariable F

    @esponse 8ariable F

    Scatter plot: Cow describe the relationshipJ

    &nterpreting Scatter plots:

    ') Look for o#erall pattern

    direction form strength

    *) Look for de#iations from o#erall pattern

    9utliers an indi#idual obser#ation that falls outside the o#erall pattern of the graph.

    +irection:

    3ositi#e !ssociation: Two #ariables are positi#el associated when high #alues on first

    #ariable occur with high #alues on second #ariable" and low #alues occur with low #alues.

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    e.g. Students with higher S!T scores tend to ha#e higher frosh 13!s

    >egati#e !ssociation: Two #ariables are negati#el associated when high #alues of one

    #ariable occur with low #alues of the other" and #ice #ersa.

    e.g. 3eople who smoke tend to ha#e shorter life spans.

    9#erall 3attern: To describe a scatterplot" state the direction (positi#e or negati#e)" form (is it

    linearJ)" how strong the relationship appears (how large is the scatter)" and identif an

    outliers.

    3roblems with Scatter plots

    -hanges in scale can drasticall effect the picture presented.

    +escribe the following Scatter plot:

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    Describe a Table of Percentages

    http://foxhugh.com/charts/describeatable/

    This table shows the percentage of women in tertiar education in selected countries from

    '446 to *770 :

    9bser#ing trends in a table is not as eas as it is when ou examine a graph" so ou need to

    look carefull. The most striking thing to notice is that in all countries except Mapan women

    made up significantl more than half of the student population in tertiar education.

    &n general" the trend was for an increasing percentage of women in tertiar education. The

    onl exception to this was ,ulgaria where the trend is in re#erse: in '446" 27.4B of the

    tertiar student population was made up of women" whereas b *770 this figure had fallen to

    0*.'B.

    The countr with the highest percentage of women in tertiar education was &celand and thiswas also the countr with the largest increase" rising from from 27B to 2.4B.

    The largest percentage change was that of ,ulgaria" from 27.4B to 0*.'B" a '.B drop.

    The lowest rise was in inland" where" although the percentage fluctuated o#er the period in

    =uestion" the percentage rose from 0.0 to 0.2.

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    Numerical Communication

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    Table of Percentages Graphics

    The following graphics are a#ailable online (http://foxhugh.com/charts/describinggraphs/).

    The students will describe the graphic assigned to that student to the other students.

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    Describe a Trend

    (ocabular) for Describing Trends

    +ord Part of *peech ,xample *entences

    increase

    erb: to increase" is increasing"

    has increased" increased

    noun: an increase ofN0"00m

    an increaseinspending of

    N0"00m

    Total expenditure increasedfrom

    N"2''m to N4"'20m from '440 to

    '442.

    rom '440 to '442 there was an increase

    inexpenditure of N0"00m.

    decrease

    erb: to decrease" is decreasing"

    has decreased" decreased

    noun: a decrease of7.5Ba decrease inspending of 7.5B

    Expenditure on primar education

    decreasedfrom **.*B to *'.0B from

    '440 to '442.rom '440 to '442 there was a decrease

    inexpenditure of 7.5B.

    rise

    erb: to rise" is rising" has risen"

    rose

    noun: a rise of N0"00m

    a rise in spending of N0"00m

    Total expenditure rosefrom N"2''m to

    N4"'20m from '440 to '442.

    rom '440 to '442 there was a rise in

    expenditure of N0"00m.

    fallerb: to fall" is falling" has fallen"fell

    noun: a fall of7.5B

    a fall inspending of 7.5B

    Expenditure on primar education fellfrom **.*B to *'.0B from '440 to '442.

    rom '440 to '442 there was a fall in

    expenditure of 7.5B.

    drop

    erb: to drop" is dropping" has

    dropped" dropped

    noun: a drop of7.5B

    a drop inspending of 7.5B

    Expenditure on primar education

    droppedfrom **.*B to *'.0B from '440

    to '442.

    rom '440 to '442 there was a drop in

    expenditure of 7.5B.

    to be

    financed b)

    erb: to be financed b" is

    financed b" has been financed

    b" was financed b

    meaning: to be paid for (e.g.

    mone is transferred from one

    budget to another)

    The increase in spending in this sector

    was financed b decreases in other

    sectors.

    -ing forms !fter an introductor clause that

    includes some analsisA e.g.?Spending rose in all three ears?"

    Spending rose in all three ears"

    increasingfrom '5.2B to '6B from '440to '442" and then risingagain to '6.*B in

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    an ?Oing? form can be used to

    describe numbers and dates.

    '4456.

    ,xpenditure on ,ducation in .ong /ong !001 to !002

    Brea3do&n of spending !00145 !00546 !00642

    Total expenditure 7 million" "2'' 4"'20 0"'0

    As 8 of go9ernment budget '5.2B '6B '6.*B

    8 spent on

    primar) education

    secondar) education

    tertiar) education

    **.*B

    .5B

    0.4B

    .

    *'.0B

    .*B

    2.5B

    .

    *'.2B

    .0B

    0.4B

    .

    Source:Hong $ong %&&'#Cong Kong: 1o#ernment 3rinter

    Trend Graphics

    The following graphics are a#ailable online (http://foxhugh.com/charts/describetrends/).

    The students will describe the graphic assigned to that student to the other students.

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    Numerical Communication

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    Describe a (enn Diagram

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    ! 8enn diagram" sometimes referred to as a set diagram" is a diagram that graphicall

    displas all the possible relationships between a finite number of sets. !t their simplest" 8enndiagrams are made up of o#erlapping circles. The interior of each circle represents a set of

    ob$ects" or ob$ects that ha#e something in common. The exterior of the circle represents all

    that each set excludes. The areas where circles o#erlap show the relationship between sets.

    or instance" if one circle represents the set PwomenQ and another circle represents the set

    PpoliticiansQ the area of o#erlap would represent women who are politicians.

    Ke

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    1roup ' R The group will make a 8enn diagram comparing ;icke ;ouse and +onald +uck.

    1roup * R The group will make a 8enn diagram comparing an two +isne 3rincesses the

    group chooses: Snow

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    Describe an rgani;ational Chart

    !" Describe the t)pe of organi;ation the chart is dealing &ith< +hat t)pe of organi;ation

    are )ou describing=

    1o#ernmentJ

    ,usinessJ

    9therJ

    #" Describe the t)pe of organi;ation chart )ou are dealing &ith< +hat sort of

    organi;ational chart are )ou describing=

    Cierarchical

    ;atrix

    lat(also known as Coriontal)

    $" *tart from the top and &or3 )our &a) do&n le9el b) le9el

    !" Describe the t)pe of organi;ation the chart is dealing &ith< +hat t)pe of organi;ation

    are )ou describing=

    1o#ernmentJ

    ,usinessJ

    9therJ

    #" Describe the t)pe of organi;ation chart )ou are dealing &ith< +hat sort of

    organi;ational chart are )ou describing=

    Cierarchical

    ;atrix

    lat(also known as Coriontal)

    $" *tart from the top and &or3 )our &a) do&n le9el b) le9el

    The following graphics are a#ailable online (http://foxhugh.com/charts/describe

    organiationalchart/). The students will describe the graphic assigned to that student to the

    other students.

    http://en.wikipedia.org/wiki/Hierarchical_organizationhttp://en.wikipedia.org/wiki/Matrix_managementhttp://en.wikipedia.org/wiki/Flat_organizationhttp://en.wikipedia.org/wiki/Horizontal_organizationhttp://en.wikipedia.org/wiki/Hierarchical_organizationhttp://en.wikipedia.org/wiki/Matrix_managementhttp://en.wikipedia.org/wiki/Flat_organizationhttp://en.wikipedia.org/wiki/Horizontal_organizationhttp://en.wikipedia.org/wiki/Hierarchical_organizationhttp://en.wikipedia.org/wiki/Matrix_managementhttp://en.wikipedia.org/wiki/Flat_organizationhttp://en.wikipedia.org/wiki/Horizontal_organizationhttp://en.wikipedia.org/wiki/Hierarchical_organizationhttp://en.wikipedia.org/wiki/Matrix_managementhttp://en.wikipedia.org/wiki/Flat_organizationhttp://en.wikipedia.org/wiki/Horizontal_organization
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    http://foxhugh.com/charts/64

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    http://foxhugh.com/charts/65

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    http://foxhugh.com/charts/66

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    http://foxhugh.com/charts/67

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    http://foxhugh.com/charts/68

    Donald in Mathmagic 'and nline +or3sheet

    http://foxhugh.com/communication/donaldinmathemagicland/

    ,xamples of Mathmagic>

    3thagoras and music

    The pentagram" the golden section" and the golden rectangle

    !rchitecture and art

    The human bod and nature

    1ames

    ;ental exercises

    &nfinit and the future

    The 'ife of P)thagoras

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    http://foxhugh.com/charts/69

    5

    6

    4

    '7

    ''

    '*

    '

    222

    666

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    http://foxhugh.com/charts/70

    Describe a 'o9e Chart

    http://foxhugh.com/charts/describelo#echarts/

    %se the Lo#eo1raphsite to create lo#e charts of one famous couples on the list below.

    3resent our results to the class. Iou can post the links to our results on our acebook walland share the results with the class from there. Iou can also email the link to ourself and

    share the results from our email account. Tell us a little about the couple ou picked and

    wh ou picked the couple. !lso" do ou think the charts is an accurate reflection of the

    couples real life relationshipJ The Lo#eo1raph site generates ascatter plot"pie chartand

    8enn +iagram.

    !dam U E#e

    !l 1ore and Tipper 1ore

    !l 3acino U ,e#erl +?!ngelo

    !lec ,aldwin U Kim ,asinger

    !ndre !gassi U ,rooke Shields

    !ngelina Molie U ,ill ,ob Thornton

    !nnie 9akle U rank ,utler

    !nthon U -leopatra

    !ntoine La#oisier U ;arie!nne 3ierrette 3aule

    !ntonio ,anderas U ;elanie 1riffith

    ,arbie U Ken

    ,ert U Ernie

    ,ill -linton U Cillar @odham

    ,ob ;arle U @ita ;arle

    ,onnie 3arker and -lde ,arrow

    ,rian +e 3alma U >anc !llen

    ,ruce ,oxleitner U ;elissa 1ilbert

    ,ruce

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    http://foxhugh.com/charts/71

    -hristie ,rinkle U ,ill Moel

    -ind -rawford U @ichard 1ere

    -liff U -laire Cuckstable

    -lint ,lack U Lisa Cartman

    -onnie -hung U ;aur 3o#ich

    +agwood ,umstead U ,londie ,oopadoop

    +an !krod U +onna +ixon

    +a#id !r=uette U -ourtene -ox

    +a#id ,owie U &man

    +a#id -opperfield U -laudia Schiffer

    +a#id Lnch U &sabella @ossellini

    +onald and +ais +uck

    +onald Trump U ana Trump / ;arla ;aples

    +ouglas airbanks U ;ar 3ickford

    +ouglas airbanks Mr. U Moan -rawford

    +rew ,arrmore U Tom 1reen

    Eddie 8an Calen U 8alerie ,ertinelli

    Eliabeth Talor U @ichard ,urton

    Ellen ,arkin U 1abriel ,rne

    El#is 3resle U 3riscilla 3resle

    Ernest ,orgnine U Ethel ;erman

    Ethan Cawke U %ma Thurman

    ranWois Truffaut U ann !rdant

    rank Sinatra U !#a 1ardner

    ranklin +. @oose#elt U Eleanor @oose#elt

    red lintstone U

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    http://foxhugh.com/charts/72

    1arr Trudeau U Mane 3aule

    1ene @oddenberr U ;a$el ,arrett

    1eorge ,urns U 1racie !llen

    1eorge ,ush U ,arbara ,ush

    1erald ord U ,ett ord

    1ome U ;orticia !ddams

    1race Stafford U

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    http://foxhugh.com/charts/74

    @obert -rumb U !line Kominsk

    @obert atalie anc +a#is

    @o @ogers U +ale E#ans

    @uss ;eer U E#e ;eer

    Samson U +elilah

    Sarah Messica 3arker U ;atthew ,roderick

    Serge 1ainsbourg U Mane ,irkin

    Sharon !rden U 9 9sbourne

    Shelle abares U Lou !dler

    Shirle Temple U Mohn !gar

    Siegfried U @o

    Sofia -oppola U Spike Mone

    Sonn ,ono U -her

    Ste#en Spielberg U !m &r#ing

    Superman U Lois Lane

    Susan Sarandon U Tim @obbins

    Ted Turner U Mane onda

    Tina Turner U &ke Turner

    Tom -ruise U >icole Kidman

    8i#ienne Leigh U Ton -urtis

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    >ame Student &+

    >ickname -lass

    'o9e Chart ,9aluation %orm

    http://foxhugh.com/charts/describelo#echarts/

    %se the Lo#eo1raph site to create lo#e charts of one famous couples on the list online.

    3resent our results to the class. The Lo#eo1raph site generates a scatter plot" pie chart and

    8enn +iagram. &n addition" create a @elationship Timeline" using M1raph" of the couples

    histor. 3ro#ide an o#erall assessment of the couples relationship. Each of the fi#e sections

    of the assignment listed below will be worth fi#e points for a total of *0 points.

    Sections 3ts.

    ') Scatter plot

    *) 3ie chart

    ) 8enn +iagram

    ) @elationship Timeline

    0) 9#erall !ssessment

    Total 3oints

    http://foxhugh.wordpress.com/charts/describe-love-charts/http://foxhugh.wordpress.com/charts/describe-love-charts/
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    Numerical Prefixes

    http://foxhugh.com/#ocabulartables/numericalprefixestable/

    Prefix Prefix meaning *ample &ords

    ') uni ' unicorn: mthical creature with one horn

    *) mono ' monorail: train that runs on one track

    ) bi * biccle: twowheeled #ehicle

    ) tri triceratops: threehorned dinosaur

    0) =uadr =uadruped: fourfooted animal

    2) =uint 0 =uintuplets: fi#e babies born at a single birth

    5) penta 0 pentagon: figure with fi#e sides

    6) hex 2 hexapod: ha#ing six legs" an insect" for example

    4) sex 2 sextet: group of six musicians

    '7) hept 5 heptathlon: athletic contest with se#en e#ents

    '') sept 5 septuplets: se#en babies at asinglebirth

    '*) octo 6 octopus: sea creature with eight arms

    ') no#em 4 no#ena: praers said o#er nine das

    ') deka or

    deca

    '7 decade: a period of '7 ears

    '0) cent hundred centur: a period of '77 ears

    '2) hecto hundred hectogram: '77 grams

    '5) milli thousand millennium: a period of '"777 ears

    '6) kilo thousand kilogram: '"777 grams

    '4) mega million megaton: one million tons

    *7) giga billion gigawatt: one billion watts