【正文】 Independentvariable：自變數(shù)Indeterminatefrom：不定型Inequality：不等式Infinitepoint：無窮極限Infiniteseries：無窮級數(shù)Inflectionpoint：反曲點Instantaneousvelocity：瞬時速度Integer：整數(shù)Integral：積分Integrand：被積分式Integration：積分Integrationbypart：分部積分法Intercepts：截距IntermediatevalueofTheorem：中間值定理Interval：區(qū)間Inversefunction：反函數(shù)Inversetrigonometricfunction：反三角函數(shù)Iteratedintegral：逐次積分H:Highermathematics高等數(shù)學/高數(shù)E、F、G、H:Ellipse：橢圓Ellipsoid：橢圓體Epicycloid：外擺線Equation：方程式Evenfunction：偶函數(shù)ExpectedValued：期望值ExponentialFunction：指數(shù)函數(shù)Exponents,lawsof：指數(shù)率Extremevalue：極值ExtremeValueTheorem：極值定理Factorial：階乘FirstDerivativeTest：一階導數(shù)試驗法Firstoctant：第一卦限Focus：焦點Fractions：分式Function：函數(shù)FundamentalTheoremofCalculus：微積分基本定理Geometricseries：幾何級數(shù)Gradient：梯度Graph：圖形GreenFormula：格林公式Halfangleformulas：半角公式Harmonicseries：調和級數(shù)Helix：螺旋線HigherDerivative：高階導數(shù)Horizontalasymptote：水平漸近線Horizontalline：水平線Hyperbola：雙曲線Hyperboloid：雙曲面D:Decreasingfunction：遞減函數(shù)Decreasingsequence：遞減數(shù)列Definiteintegral：定積分Degreeofapolynomial：多項式之次數(shù)Density：密度Derivative：導數(shù)ofapositefunction：復合函數(shù)之導數(shù)ofaconstantfunction：常數(shù)函數(shù)之導數(shù)directional：方向導數(shù)domainof：導數(shù)之定義域ofexponentialfunction：指數(shù)函數(shù)之導數(shù)higher：高階導數(shù)partial：偏導數(shù)ofapowerfunction：冪函數(shù)之導數(shù)ofapowerseries：羃級數(shù)之導數(shù)ofaproduct：積之導數(shù)ofaquotient：商之導數(shù)asarateofchange：導數(shù)當作變率righthand：右導數(shù)second：二階導數(shù)astheslopeofatangent：導數(shù)看成切線之斜率Determinant：行列式Differentiablefunction：可導函數(shù)Differential：微分Differentialequation：微分方程partial：偏微分方程Differentiation：求導法implicit：隱求導法partial：偏微分法termbyterm：逐項求導法Directionalderivatives：方向導數(shù)Discontinuity：不連續(xù)性Diskmethod：圓盤法Distance：距離Divergence：發(fā)散Domain：定義域Dotproduct：點積Doubleintegral：二重積分changeofvariablein：二重積分之變數(shù)變換inpolarcoordinates：極坐標二重積分C:Calculus：微積分differential：微分學integral：積分學Cartesiancoordinates：笛卡兒坐標一般指直角坐標Cartesiancoordinatessystem：笛卡兒坐標系Cauch’sMeanValueTheorem：柯西均值定理ChainRule：連鎖律Changeofvariables：變數(shù)變換Circle：圓Circularcylinder：圓柱Closedinterval：封閉區(qū)間Coefficient：系數(shù)Compositionoffunction：函數(shù)之合成Compoundinterest：復利Concavity：凹性Conchoid：蚌線Cone：圓錐Constantfunction：常數(shù)函數(shù)Constantofintegration：積分常數(shù)Continuity：連續(xù)性atapoint：在一點處之連續(xù)性ofafunction：函數(shù)之連續(xù)性onaninterval：在區(qū)間之連續(xù)性fromtheleft：左連續(xù)fromtheright：右連續(xù)Continuousfunction：連續(xù)函數(shù)Convergence：收斂intervalof：收斂區(qū)間radiusof：收斂半徑Convergentsequence：收斂數(shù)列series：收斂級數(shù)Coordinate：s：坐標Cartesian：笛卡兒坐標cylindrical：柱面坐標polar：極坐標rectangular：直角坐標spherical：球面坐標Coordinateaxes：坐標軸Coordinateplanes：坐標平面Cosinefunction：余弦函數(shù)Criticalpoint：臨界點Cubicfunction：三次函數(shù)Curve：曲線Cylinder：圓柱CylindricalCoordinates：圓柱坐標A、B:Absoluteconvergence：絕對收斂Absoluteextremevalues：絕對極值Absolutemaximumandminimum：絕對極大與極小Absolutevalue：絕對值Absolutevaluefunction：絕對值函數(shù)Acceleration：加速度Antiderivative：反導數(shù)Approximateintegration：近似積分Approximation：逼近法bydifferentials：用微分逼近linear：線性逼近法bySimpson’sRule：Simpson法則逼近法bytheTrapezoidalRule：梯形法則逼近法Arbitraryconstant：任意常數(shù)Arclength：弧長Area：面積underacurve：曲線下方之面積betweencurves：曲線間之面積inpolarcoordinates：極坐標表示之面積ofasectorofacircle：扇形之面積ofasurfaceofarevolution：旋轉曲面之面積Asymptote：漸近線horizontal：水平漸近線slant：斜漸近線vertical：垂直漸近線Averagespeed：平均速率Averagevelocity：平均速度Axes,coordinate：坐標軸Axesofellipse：橢圓之軸Binomialseries：二項級數(shù)