微积分专业词汇.doc

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1、V、X、z：Valueoffunction:函数值Variable:变数Vector:向量Velocity:速度Verticalasymptote:垂氏渐近线Volume:体积X-axis:x轴x-coordinate:x坐标x-intercept:x截距Zerovector:函数的零点Zerosofapolynomial:多项式的零点T:Tangentfunction：正切函数Tangentline:切线Tangentplane:切平面Tangentvector:切向最Totaldifferential:全微分Trigonometric

2、function:角函数Trigonometricintegrals:H角积分Trigonometricsubstitutions:三角代换法Tripeintegrals:三重积分S:Saddlepoint:鞍点Scalar:纯量Secantline:割线Secondderivative:二阶导数SecondDerivativeTest::-阶导数试验法Secondpartialderivative:二阶偏导数Sector:扇形Sequenee:数歹ijSeries:级数Set:集合Shellmethod:剥壳法Sinefunction:

3、弦函数Singularity:奇点Slantasymptote:斜渐近线Slope:斜率Slope-interceptequationofaline:直线的斜截式Smoothcurve:平滑曲线Smoothsurface:平滑曲血Solidofrevolution:旋转体Space:空间Speed:速率Sphericalcoordinates:球面人I甘不SqueezeTheorem:夹挤定理Stepfunction:阶梯函数Strictlydecreasing:严格递减Strictlyincreasing:严榕递增Sum:和Surfac

4、e:曲面Surfaceintegral:面积分Surfaceofrevolution:旋转曲面Symmetry:对称R:Radiusofconvergence:收敛半径Rangeofafunction:函数的值域Rateofchange:变化率Rationalfunction:有理函数Rationalizingsubstitution:有理代换法Raiiona一number“*ffi^Rea-number-於送RecQrngu_arcoordinates“応岳磴克Rec5)ngu_arcoordinatesysiem“ha陈玄独Re_ai

5、ivemaximumandminimum”*HstsA5f丟進Revo-UHOn-so-idof„s?®^Revo-UHOn-surfaceof:M旅=邑RiemannSum"聘»哲Riemanniangeomeiry“溶触JLMRighrhandderivative"440送RighThand-imii”6君瓮RO2-"艺p,o-parabo_a”s4t¶bo_iccy=nder“^^aMparabood“para=e_epiped“，卡H'*邑spara=e--inesu」虜

6、parameter“⑧密pama-derivaUve”r4D送Partia一differentia-equation”室赛wspama-fracHons“Hsx^cparts--iHegradon“为&旁&Partiton“52=Period“盃sPeriodicfuncHon“画邃囲選perpendicu-ar-ines“昌WBPiecewisedefinedfunction”》®^x因潢p_ane“卡邑Pointofinflection:反曲点Polaraxis:极轴Polarcoordinate:极坐标Polarequation:极

7、方程式Pole:极点Polynomial:多项式Positiveangle:正角Point-slopeform:点斜式Powerfunction：幕函数Product:积Quadrant:象限QuotientLawoflimit:极限的商定律QuotientRule:商定律M、N、O:Maximumandminimumvalues:极大与极小值MeanValueTheorem:均值定理Multipleintegrals:1R积分Multiplier:乘子Naturalexponentialfunction:自然指数函数Naturallog

8、arithmfunction:自然对数函数Naturalnumber:白然数Normalline:法线Normalvector:法向戢Number:数Octant:卦限Oddfunction: