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新 SAT 数学词汇汇总

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新 SAT 数学词汇汇总�SAT������No.1.Arithmetic�m�čń4|ūĩ•ą�numeralčŶ��complexnumberZč��realnumberþč��imaginarynumberŀč��Arganddiagram]ĕĝ��modulusZč>Ê+ �imaginaryaxisŀčů�realaxisþčů��rationalnumberŔ°č��irrationalnumberĪ°č�integeršč��wholenumber&sc...

新 SAT 数学词汇汇总
�SAT������No.1.Arithmetic�m�čń4|ūĩ•ą�numeralčŶ��complexnumberZč��realnumberþč��imaginarynumberŀč��Arganddiagram]ĕĝ��modulusZč>Ê+ �imaginaryaxisŀčů�realaxisþčů��rationalnumberŔ°č��irrationalnumberĪ°č�integeršč��wholenumberšč��naturalnumberŵïč��positivenumbersŢč��negativenumbers[č��fractionWč!!1 �commonfractionŠWč�simplefractionŠWč��complexfractionTWč���properfractionşWč��improperfraction‡Wč���mixednumber:Wč���equivalentfractions?ťWč���cancellingWčxŠ���decimalķč���terminatingdecimalŔİķč� �recurringdecimalŅyķč��repeatingdecimalŅyķč���reciprocal=č���algebraicexpression;č�8ā��Arabicnumerals¬#čŶ���arithmeticmeanēċÚ¢č���geometricmeanƒoÚ¢č���weightedmean†íÚ¢č���sequencečº���FibonaccisequenceŻ"Íßčº� �series‚č��sigmanotation !!2���recursiveformulaCĞdā���arithmeticprogression?)čº��commondifferenced)���geometricprogression?�čº���commonratiod����initialtermĉij���Bnijthenthterm���ânijnthesumoffirstnterms� �infinitesequenceĪİčº��matrixŠ���inversematrixѝŠ���multiplicationofmatricesŠ>.S��arrowdiagramÿ¹ĝ���ascendingorderûŁ���descendingorderŽŁ���binomialRijā���polynomialOijā���binaryR–ũ� �decimalü–ũ��hexadecimalü¾–ũ���brackets«m���scientificnotation¥ń„čS!!3��thousandseparatoráģWaX���digitčŶ���unitdigitbĨč���tenthdigitüWĨ���hundredth�Ĩč/�WĨ���absolutevalue¡Lť� �columnº��numeratorWŴ���denominatorWÌ ��commondenominatordWÌ �lowestcommondenominatorŹķdWÌ ��decimalfractionü–ũWč ��decimalpointķčD ��evennumberÓč ��oddnumberÝč ��compositenumberpč �primenumberŪč �primefactorŪŏč ��consecutivenumbers¶łčŶ��consecutiveintegers¶łšč�consecutiveeveninteger¶łÓč��consecutiveoddinteger¶łÝč!!4��cubednumber´V褴VţtĄšč>čŶ���directproportionŢ�³��discretedata¯õčŸ��finiteŔİ> �infiniteĪİ>�infinitedecimalĪçķč��infinitesimalĪçķ���infinityĪç9��baseAč���exponentŦč���indexlawŦčFÀ���indexnotationŦč„čS���interestrate²Á���ordinalnumberŁč� �cardinalnumber}č��multiple�č���lowestcommonmultipleŹķd�č���maximumŹ9ť��minimumŹķť���medianūĨč���modeŭč���range)!!5���permutationÔº���combinationŸp� �squarerootÚVc��cuberoot´Vc���rootsigncm��radicalsigncm�arithmeticsquarerootēċÚVc��million�ģ��billionüō��trillionģō��quadrillionmillionbillions��googol10>1005V �decimalarithmeticü–ũŜē�ordinaryscaleü–ũ��powerÈ/.V���descendingpowerŽ5/ŽÈ��ascendingpowerû5/ûÈ���determinantľºā���roundtoĒøīð���tothenearestĒøīð!!6No.2.Addition/Subtraction/Multiplication/Division�m�čń4|ūĩ•ą�algebra;č��algorithmŜēSŝ��linearalgebraıĿ;č��addition†S��addend†č��sumn �subtraction‹S�minus‹m/[m/‹ì��subtract‹ì��minuend�‹č�subtrahend‹č��difference)��distributivelaw.SW×À��division2S��divisionsign2m��dividend�2č �divisor2č�divide2��dividedevenly�š2!!7���divisible¦Ō2˜>��aliquant%К2>���aliquotÐfš2>���quotient÷���remainderŖč���factorŏŴ���commondivisordśč� �commonfactordŏč��highestcommonfactorŹ9dśč���factorizationŏāW•���multiple.��multiplicand�.č���multiplier.č���product.~���multiplication.S���quadrupleĀ.4���trebleĀ.3� �factorial’.��inequality%?ā���inequalitysigns%?m���ordinarybracketsķ«m��squarebracketsū«m!!8���braces9«m���parenthesesŚ«m!!9No.3.Function�m�čń4|ūĩ•ą��functionkč���equationV/���?ā���parametricequation&čV/���inequality%?ā���simultaneousequationV/Ÿ���µ´V/���crossmultiply(IJ.���üŶ(S� �equivalentequation?ˆV/ā��solution•���solutionset•€���formuladā��evenfunctionÓkč���oddfunctionÝkč���linearfunctionŊ5kč���monomial<ijā���quadraticfunctionR5kč���completequadraticfunctionĢîR5kč� �incompletequadraticequation%ĢîR5V/��binomialRijā���quadraticequationR5V/����Vieta`stheoremĥ8F°�!!10��signchangerule�mSŝ����standardformŊ�ā����vertexformEDā����factoredformŏāW•ā����cubicfunctionô5kč����threedegreefunctionô5kč�� �trinomialôijā���quarticfunctionĒ5kč����quanticÞ5Oijā����high-degreepolynomial^5Oijā���polynomialfunctionOijākč����exponentialfunctionŦčkč����exponentialequationŦčV/����lawsofexponentsŦčSŝ����logarithmicfunctionLčkč����naturallogarithmŵïLč�� �lawsoflogarithmLčSŝ���coefficientĮč����literalcoefficientŶÌĮč����numericalcoefficientčŶĮč���constant*č����symmetryL,ů�!!11���rationalfunctionŔ°kč����compositefunctionZpkč����greatestintegerfunctionëškč����piecewisefunctionWKkč�� �modulusfunction¡Lťkč���modulusequation¡LťV/�����inversefunctionUkč����inversetrigonometricfunctionUô‘kč���parabolaÖĬı����discriminantR5V/>Õā����realrootV/>þc����intervalé‰����closedinterval�é‰����openinterval¤é‰�� �limitİ���algebraicfraction;čWā����variable�¹����independentvariableŵ�¹���dependentvariableŏ�¹����asymptote—ı����verticalasymptoteČŤ—ı����horizontalasymptoteďڍ—ı�!!12���continuityoffunctionkč>¶łĿ����domainFŎŘ�� �rangeťŘ���factortheoremŏāF°����remaindertheoremŖčF°� ��transformationofgraphsĝĴ�z� �verticalshiftČŤÚŋ� ��horizontalshiftďÚÚŋ� ��stretch¬ú� ��doubleangleformulaô‘kč>�‘dā� ��trigonometricidentitiesô‘kčs?ā� ��sineŢį� �cosineŖį� �sineruleŢįF°� ��cosineruleŖįF°���tangentŢå��cotangentŖå���secantŢ`���cosecantŖ`���complementaryfunctionŖkč�!!13No.4.Unit�m�čń4|ūĩ•ą�aredË�?ŕ100ÚVÇ��hectaredæ�?ŕ10000ÚVÇ��acreŐË�?ŕ0.405dæ��CelsiusùĆH��centigradeùĆH��FahrenheitwĆH �cubiccentimeter´V®Ç�cubicmeter´VÇ��meterÇ��decimeterWÇ�centimeter®Ç��millimeterlÇ��micronĤÇ�10>-65VÇ��nanometerÎÇ�10>-95VÇ��mileŐ±ś?ŕ1.6áÇ���mileageŐ±č �footŐ01foot=12inches=30.48cm��inchŐ61inch=2.54cm���yardÄ1yard�3feet=0.9144meter����gallon†ÂÆ�1gallon=3.79liters�!!14��imperialgallonŐā†ÂŐ�1gallon=4.55liters����pintÙğ1/2©ğ����quart©ğ1/4†Â����literû���kiloliteráû���milliliterlû� �megaliterŞû�ʼnœĄ1�ģû��graduated�Ŕ¨H>���heftŬ¹���weightŬ¹��milligraml§���calorie£¿±�1calorie�4.1868joules���jouleP���kilojouleá���knot”�j±Åķý� �nauticalmilej±�?ŕ1.852kilometers��leapyearòÒ���commonyearÚÒ���massŪ¹��tonne/metrictondM�?ŕ1000kilograms���pound/ŠĹ�lb��?ŕ0.4536kg���ounce�đ!!15���netmassšŬ���netprofitš²ó���bit�ĕR–ĨũĻĭ<Ĩ�� �byteŶ”8�ĕ���megabyte�ģŶ”���gigabyteüōŶ”���terabyteŞŞŶ”?ŕ1-24gigabytes���braceŊL�ŊĎ���centŊW���pennyŊWÆŗū�ĂŊÆW����nickelīWŒ����dimeŊ‘Œ�� �quarter¸‘īW!!16No.5.PlaneGeometry�m�čń4|ūĩ•ą�planarfigureÚÉĝĽ��planarshapeÚÉĝĽ��circleŚ��unitcircle<ĨŚ��semicircle�Ś��quadrantĒWţŊŚ �annulusŚy�torusŚyÉ��doughnutŚyÉ��arcŚu�curveêı��tangentåı��areaÉ~��lateralarea'É~��circumferenceŚ>Ů+��radianuH1uHśĦ57.3°� �diameterŤ™�radius�™��chordį���sectoröĽ!!17��segmentofacircleuĽ���circularsegmentuĽ���secant`ı���secanttheorem`ıF°���collinearqObD�eı>���compassesŚh� �concentriccirclesęĺŚ��concurrentlineseDıƒĘŤıIJŕŊD����converginglinesĈ·ıƒĘŤı|žŕŊD����concave�Ľ��convexĜĽ���congruentî?>���conservationofareaÉ~Ċs���inscribeÏå���inscribedÏã>���inscribedtriangleÏåô‘Ľ� �coplanareÉ>��correspondingsidesî?ĝĽ>Lő����cross-sectionr“É���polygonO�Ľ��concavepolygon�O�Ľ���convexpolygonĜO�Ľ!!18���quadrilateralĒ�Ľ>���diamond¼Ľ���rhombus¼Ľ���parallelogramÚľĒ�Ľ� �squareŢVĽ��unitsquare<ĨŢVĽ���rectangleĽ���oblong+VĽ��trapezoidĖĽ���trapeziumĖĽ���trapeziatrapezium>ZčĽā���tetragonĒ‘Ľ���pentagonī�Ľ���pentagramī‘ļĽ� �hexagon¾�Ľ��hexagram¾‘ļĽ���heptagonÜ�Ľ���octagon �Ľ��nonagon›�Ľ���decagonü�Ľ���undecagonüŊ�Ľ���dodecagonüR�Ľ!!19���equidistant ¯IJ?>���equilateral?�>� �frontviewâćĝ��isometric?9>���perimeterŮ+ ��perpendicular3Ť> �diagonalL‘ı ��spiralÃŃ> ��tangramÜä�!!20No.6.Angles&Triangles�m�čń4|ūĩ•ą�acuteangleñ‘��rightangleŤ‘��straightangleڑ��reflexangleœ‘��roundangleّ��adjacentangle»‘ �exteriorangleġ‘�interiorangleϑ��remoteinteriorangles%IJ»Ï‘��alternateanglesÏ7‘�correspondinganglesęĨ‘��complementaryanglesŖ‘��supplementaryangles$‘��verticallyoppositeanglesLE‘��anglesumϑn��armofanangle‘>� �vertex‘>ED�includedangle…‘��askew ����oblique �!!21��bisectÚW���bisectorÚWı���angleofelevationņ‘���angleofdepressionY‘���dieżŴ���dicedie>ZčĽā� �acutetriangleñ‘ô‘Ľ��obtusetriangleN‘ô‘Ľ���equilateraltriangle?�ô‘Ľ���isoscelestriangle?ňô‘Ľ��righttriangleŤ‘ô‘Ľ���hypotenuseŤ‘ô‘Ľ>ĸ����scalenetriangle%?�ô‘Ľ���commonbasetrianglesęAô‘Ľ���medianofatriangleô‘Ľ>ūı���Pythagoras`theorem�8_¬ĐF°� �gradientÛH��slopeÛH���pitchÛH���protractor¹‘à��setsquareô‘�!!22No.7.SolidGeometry�m�čń4|ūĩ•ą��apexED���breadthªH���height^H���length+H���coneŚŲ���conicsectionŚŲêı� �frustum“ěŲė��prism­Ű���cylinderŚŰ���sphereèė��hemisphere�è���cube´Vė���cuboid´Vė>���rectangularsolid+Vė���polyhedronOÉė���tetrahedronĒÉė� �hexahedron¾Éė��heptahedronÜÉė���octahedron Éė����decahedronüÉė�!!23��dodecahedronüRÉė����icosahedronRüÉė����parallelogram�Úľ¾Éė����volumeė~����dimension06+ª^>06�����onedimensionŊħŧŔ+��� �twodimensionsRħ�«+nª����threedimensionsôħ�«+ª^�����apexED����pyramid­Ų���squarepyramidŢĒ­Ų����hexagonalpyramid¾­Ų����hexagonalprism¾­Ű����surfacearea�É~����scalenecylinderĸŰė�!!24No.8.AnalyticalGeometry�m�čń4|ūĩ•ą�hyperbolaĎêı��rectangularcoordinates?ůĎêı��ovalĠŚ��ellipseĠŚ��dotproductĵ¹>D.��endpointID �focusÖĬı�ĠŚ�Ďêı>D�focifocus>Zč��majoraxis+ů��minoraxisJů�polarcoordinateź���abscissarź���alignĀÔ-Ŋº��axisů��verticalaxisŷů��horizontalaxisrů �x-axisxů�y-axisyů��numberaxisčů���originřD!!25��Cartesiancoordinates@£Qź�Į���rectangularcoordinatesŤ‘ź�Į���coordinatesź����coordinatesystemź�ů���slopeĸÁ���intercept“ � �intersectIJ��intersectionD���linesegmentıK���midpointūD��numberlinečů���quadrantĶİ���scale¨H���graphingcalculatorĝĽ„ēà���identitys?ā���vectorĵ¹� �unitvector<Ĩĵ¹��magnitudeofvectorĵ¹>9ķ���perpendicularvector3Ťĵ¹���parallelvectorÚľĵ¹!!26No.9.Statistics�m�čń4|ūĩ•ą��statistics̄���bargraphĘűĝ���linegraphıĝ���piegraph!ĝ���sectorgraphöĽĝ���columngraphŰűĝ� �histogramŤVĝ��VenndiagramĩĆĝ���flowchart½/ĝ���varianceV)��confidencelevelŨĻďÚ���confidenceintervalŨĻé‰���independenteventsIJvG´ăŒ���mutuallyexclusiveeventsv1ăŒ���randomsampleĔŇ����standarddeviation�ųØ)� �probability\Á��conditionalprobabilityʌ\Á���rateÁ����ratio�³�!!27��commonratiod�����directlyproportionalto-Ţ�����inverselyproportionalto-U�����interquartilerangeĒWĨ ����regression{i����correlationIJg�� �simpleinterest<²���compoundedinterestZ²����equivalencerelation?ˆgĮ�
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