Grade 6 Mathematics Vocabulary Word Wall Cards
Grade 6 Mathematics Vocabulary Word Wall CardsMathematics vocabulary word wall cards provide a display of mathematics content words and associated visual cues to assist in vocabulary development.?The cards should be used as an instructional tool for teachers and then as a reference for all students. The cards are designed for print use only.Table of ContentsNumber and Number Sense HYPERLINK \l "ratio" Ratio HYPERLINK \l "equiv_relationships" Equivalent Relationships HYPERLINK \l "equiv_relationships2" Equivalent Relationships HYPERLINK \l "abs_value" Absolute Value HYPERLINK \l "perf_sq" Perfect Squares HYPERLINK \l "exponential" Exponential Form HYPERLINK \l "power_ten" Powers of TenComputation and Estimation HYPERLINK \l "frac_mult" Fraction Multiplication HYPERLINK \l "frac_div1" Fraction Division HYPERLINK \l "frac_div2" Fraction DivisionMultiplication and Division of Decimals HYPERLINK \l "compintegers" Comparing Integers HYPERLINK \l "integer_ops" Integer Operations: Addition and Subtraction HYPERLINK \l "integer_ops2" Integer Operations: Model Addition and Subtraction HYPERLINK \l "integer_ops3" Integer Operations: Multiplication and Division HYPERLINK \l "order_ops" Order of OperationsMeasurement and Geometry HYPERLINK \l "pi" Pi HYPERLINK \l "circumf" Circumference HYPERLINK \l "area_circle" Area of a Circle HYPERLINK \l "perimeter" Perimeter HYPERLINK \l "area" Area HYPERLINK \l "coor_plane" Coordinate PlaneCoordinate Plane HYPERLINK \l "cong_fig" Congruent FiguresRegular PolygonsLine of SymmetryProbability and Statistics HYPERLINK \l "mean" MeanMedian HYPERLINK \l "mode" Mode HYPERLINK \l "range" Range HYPERLINK \l "circle_graph" Circle GraphComparing Graphs: Circle and Bar graphComparing Graphs: Circle and PictographComparing Graphs: Circle and Line PlotPatterns, Functions and AlgebraRatio TableProportional RelationshipHYPERLINK \l "unit_rate"Unit Rate: DefinitionUnit Rate: ExamplesConnecting Representations HYPERLINK \l "equation" Equation HYPERLINK \l "expression" Expression HYPERLINK \l "vaiable" Variable HYPERLINK \l "coeff" Coefficient HYPERLINK \l "term" TermVerbal and Algebraic Expressions and EquationsInequalityRatioa comparison of any two quantities20383501555750064706514414500to4 to 3 or 4:335052018351500 to all of set A4 to 7 or 4:7 or 4717506953492500349251778000 (set A) to (set B)3 to 5 or 3:5set B to set A9 to 7 or 9:7Equivalent Relationships Equivalent Relationships-293370344805Fraction: Decimal: 0.4Percent: 40%0Fraction: Decimal: 0.4Percent: 40%Absolute Valuedistance a number is from zero|5| = 5 |-5| = 5 Perfect Squares02 = 00 = 012 = 11 = 122 = 22 = 432 = 33 = 942 = 44 = 1652 = 55 = 2562 = 66 = 3672 = 77 = 4982 = 88 = 6492 = 99 = 81102 = 1010 = 100Exponential Form2181225482600exponent00exponent1077595493395001701165465455003175009810750023 = 2 ? 2 ? 2361802177805200303530101600000-421005393065base00basen4 = n ? n ? n ? n3297555692150factors00factorsPowers of TenFraction Multiplication How much is 38 of 23 ?86524025019000465963065214562400624303593565468523002313735056610353800382225436107694·00· 3983355135890=020000=38 · 23 = 624 = 14 Fraction Division34÷12How many halves are in three-fourths?-183820891500There are 112 halves in three-fourths.34÷12=112Fraction Division34÷12How many halves are in three-fourths?-17972715209300There are 112 halves in three-fourths.34÷12=112Multiplication and Division of DecimalsMultiplierMultiplyValue127?1270.127?0.12.70.0127?0.010.270.00127?0.0010.027DivisorDivideValue127÷1270.127÷0.12700.0127÷0.012,7000.00127÷0.00127,000Comparing Integers-2216152032000-5 < 1 or 1 > -5-5 < -4 or -4 > -5 Integer Operations Addition76435053491700-5 + 6 = 1Subtraction1 – 6 = -570508920014800Integer Operations1297940261620 Key: 477913726784300Addition 112458544913500-5 + 6 = 1Subtraction455469552458001 – 6 = -5Integer OperationsMultiplication1444286519645003918585363220How many tiles are in 3 groups of -4 tiles?00How many tiles are in 3 groups of -4 tiles?3 ? (-4) = -12Division3957320253365How many groups of -4 tiles are in -12 tiles?00How many groups of -4 tiles are in -12 tiles?-12 ÷ -4 = 3149733011620500Order of Operations-400050753110005123246178765 ( ) 00 ( ) 475488122016800Grouping Symbols Exponents4766755136945Left to right00Left to rightMultiplicationor Division4766755148632Left to right00Left to right Addition or SubtractionPi-4572038925503737610437042circumference00circumference3723487617549diameter00diameter15735301765300201850914875801706880215900π = circumferencediameterCircumference34151781903228radius00radius018415diameter00diameter3840258106783C = 2r0C = 2r-200875033C = dC = dC = perimeter of a circleArea of a Circle168910045656500A = r 2Perimeterthe measure of the distance around a figure 160774615284600P = a + b + c + d188105023471900P = e + f + gAreathe number of square units needed to cover a surface or figure204292815491000Area = 12 Square UnitsCoordinate Plane4098915123900ordered pair (x,y)18288093210300Coordinate Plane2686685240855-488954377294What is the length of side AB in the figure ABCD?A(-1,-2) and B(-1,-4)The length of AB is |-2 – (-4)| or |-4 – (-2)| or 2 units.00What is the length of side AB in the figure ABCD?A(-1,-2) and B(-1,-4)The length of AB is |-2 – (-4)| or |-4 – (-2)| or 2 units.Congruent Figureshave exactly the same shape and size-3956051213647001277029253980900Regular Polygonshave congruent sides and congruent interior angles2400304286250045123102730500047434501837690321945182816500142240035712400037617403533775268414518021300025641305080000Line of Symmetrydivides a figure into two congruent parts, each of which are mirror images of the other47578782855565SQUARE00SQUARE31791351706982SQUARE00SQUARE-64770379095395351036404557143753771900 Meana measure of central tendency(the numerical average of a data set)2, 3, 4, 7Balance Point40405022796500Numerical Average4997071290896002+3+4+74=164=4 Mediana measure of central tendency(the middle value of a data set ranked in order)3151505751205006, 7, 8, 9, 98 = median2747967279400005, 6, 8, 9, 11, 122828044187031008.5 = medianModeData SetsMode2, 3, 3, 3, 5, 5, 9, 1035.2, 5.4, 5.5, 5.6, 5.8, 5.9, 6.0none1, 1, 2, 5, 6, 7, 7, 9, 11, 12464185629285001, 7a measure of central tendency (the data value that occurs most frequently)40090655070401bimodal00bimodalRangedifference between the greatest and least values in a data setData set212, 3, 334, 378, 5, 512, 916, 1045, 1512, 2020 – 2 12 = 17 12Range = 17 12Circle Graph629447347758Types of Animals on Mr. Segal’s Farm00Types of Animals on Mr. Segal’s Farm2590804692650053073302411730 Pigs Chickens Cows Sheep Goats00 Pigs Chickens Cows Sheep GoatsComparing Graphs-387833111585600-370376815652Circle Graph020000Circle Graph7035803810Types of Animals on Mr. Segal’s Farm00Types of Animals on Mr. Segal’s Farm3507105285115000-47595243948913Which graph(s) shows the type of animal that is most common on Mr. Segal’s farm? Which graph(s) shows how many pigs are on Mr. Segal’s farm?Which graph(s) help(s) determine the total number of animals on Mr. Segal’s farm?Which graph(s) help(s) determine for which type of animals there are 3 or more?Which graph(s) help(s) determine the percent of animals with four legs?00Which graph(s) shows the type of animal that is most common on Mr. Segal’s farm? Which graph(s) shows how many pigs are on Mr. Segal’s farm?Which graph(s) help(s) determine the total number of animals on Mr. Segal’s farm?Which graph(s) help(s) determine for which type of animals there are 3 or more?Which graph(s) help(s) determine the percent of animals with four legs?-14541501747046009365491422883Bar Graph020000Bar Graph728956873700Types of Animals on Mr. Segal’s Farm00Types of Animals on Mr. Segal’s FarmComparing Graphs-15240934085000536359Circle Graph020000Circle Graph4475671433435Pictograph020000Pictograph40462202966085315849084082400-2387481102360Which graph(s) shows the type of animal that is most common on Mr. Segal’s farm? Which graph(s) shows how many pigs are on Mr. Segal’s farm?Which graph(s) help(s) determine the total number of animals on Mr. Segal’s farm?Which graph(s) help(s) determine for which type of animals there are 3 or more?Which graph(s) help(s) determine the percent of animals with four legs?00Which graph(s) shows the type of animal that is most common on Mr. Segal’s farm? Which graph(s) shows how many pigs are on Mr. Segal’s farm?Which graph(s) help(s) determine the total number of animals on Mr. Segal’s farm?Which graph(s) help(s) determine for which type of animals there are 3 or more?Which graph(s) help(s) determine the percent of animals with four legs?532765864235Types of Animals on Mr. Segal’s Farm00Types of Animals on Mr. Segal’s FarmComparing Graphs-33147086233000-294640506095Circle Graph020000Circle Graph-167322516871950010102851462405Line Plot020000Line Plot35413952918460-47618653867785Which graph(s) shows the type of animal that is most common on Mr. Segal’s farm? Which graph(s) shows how many pigs are on Mr. Segal’s farm?Which graph(s) help(s) determine the total number of animals on Mr. Segal’s farm?Which graph(s) help(s) determine for which type of animals there are 3 or more?Which graph(s) help(s) determine the percent of animals with four legs?00Which graph(s) shows the type of animal that is most common on Mr. Segal’s farm? Which graph(s) shows how many pigs are on Mr. Segal’s farm?Which graph(s) help(s) determine the total number of animals on Mr. Segal’s farm?Which graph(s) help(s) determine for which type of animals there are 3 or more?Which graph(s) help(s) determine the percent of animals with four legs?Ratio Tablea table of values representing a proportional relationship that includes pairs of equivalent ratiosThe ratio of y to x in a proportional relationship is 8:4, create a ratio table.xy122436481122yx=21=63=84=2211Proportional RelationshipRatio Table ExampleTerry’s neighbor pays him $17 for every 2 hours he works. Terry works for 8 hours on Saturday. A ratio table represents the proportional relationship:Hours1974725408305?8.500?8.5765810283845002940977423531?8.5?8.548Pay in $?17732155-2495550034?How much does Terry earn per hour?172=?1 Terry earns $8.50 per hourHow much will Terry earn in 8 hours?$ He will earn $68.00 in 8 hours.Unit Ratenumber of units of the first quantity of a ratio compared to 1 unit of the second quantityExample: A store advertises $25 for 5 DVDs. Find the cost for 1 DVD or unit rate.255=?1The unit rate is $5.00 for 1 DVDUnit RateExamples$2 per gallon = $21 gallon70 miles per hour = 70 miles1 hourConnecting RepresentationsThe ratio of gallons of yellow paint to gallons of blue paint is 3:1.Find three equivalent ratios.22098035883850034143957503900368935016151270010668033274000Equationa mathematical sentence stating that two expressions are equal6932431883002x = 102x = 10 24123503427500-38 = y – (-21)28095651447800013x = -16Expressiona representation of quantity16x2 + 343(2 + 3.9) – 89Variablea symbol used to represent an unknown quantityy3 + x = 2.08A = r 2Coefficientthe numerical factor in a term35298034953000(-4) = 2x 27346942962300-7y 21906416737350013 a = -5Terma number, variable, product, or quotient in an expression of sums and/or differences1878330443865004236720428625003234690443865003y2 + 2y – 83 terms362140532067500229743030162500-5x + (-2) 2 terms31019756089650023a1 termVerbal and Algebraic Expressions and EquationsVerbalAlgebraicA number multiplied by 55nThe sum of negative two and a number-2 + nThe sum of a number and two is fivey + 2 = 5Negative three is one-fifth of a number-3 = 15xInequalityy < 4 or 4 > y504825154305 0 1 2 3 4 5 00 0 1 2 3 4 5 x + (-5) ≥ -7x ≥ -2491224287965-4 -3 -2 -1 0 1 00-4 -3 -2 -1 0 1 -3 < a – 7 4 < a or a > 4317500206375 0 1 2 3 4 5 00 0 1 2 3 4 5 ................
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