| 单词 | 方程 |
| 释义 | 〔integrand〕A function or an equation to be integrated.被积函数：被积分的函数或方程〔degree〕The greatest sum of the exponents of the variables in a term of a polynomial or polynomial equation.次数：多项式或多项式方程中变量的幂的最大数〔trivial〕Of, relating to, or being the solution of an equation in which every variable is equal to zero.全部为零的解的：属于关于或是方程的所有解都等于零的〔Kovalevsky〕Russian mathematician known for her work on partial differential equations and equations of rotatory motion.科瓦列夫斯基，索雅：(1850-1891) 俄国数学家，以她对微积分方程和旋转运动方程的研究而出名〔bilinear〕Linear with respect to each of two variables or positions. Used of functions or equations.二元直线：与两个变量或位置的每一个都有关的直线。用于方程或等式〔parameter〕A constant in an equation that varies in other equations of the same general form, especially such a constant in the equation of a curve or surface that can be varied to represent a family of curves or surfaces.参数，参量：在相同一般类型的等式中取值变化的等式中的常数或常量，尤其是曲线方程和平面方程中能代表一类曲线或平面的常量〔derivative〕The slope of a graph of an equation at a given point. Also called differential coefficient ,fluxion 微商：方程曲线在某一给定点的斜率 也作 differential coefficient,fluxion〔independent〕Of or relating to a system of equations no one of which can be derived from another equation in the system.独立方程式的：属于或与一组方程组有关的，方程组中任一方程不可能从其它同组方程解出答案的〔root〕A number that reduces a polynomial equation in one variable to an identity when it is substituted for the variable.解，根：当代表变量时简化变量中的多项式或方程得出的一个单位元素的数 |
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