Examples of using Linear equations in English and their translations into Chinese
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A“ Linear Equations in Real Life.
个“现实生活中线性方程.System of homogeneous linear equations AX= 0.
对于齐次线性方程组Ax=0。The linear equations we discussed earlier are examples of linear functions.
其实我们之前写的接口实例化就是函数式接口的实例化。Solving large systems of linear equations; and so on.
求解大型线性方程组等等。The first is arelatively simple approach involving a system of linear equations.
第一种是相对简单的方法，包括一个线性方程的系统即可。The general solution to a system of linear equations Ax= b describes all possible solutions.
线性方程组Ax=b的通解描述了所有可能的解。Math questions will focus on three areas: linear equations;
数学问题将集中在三个领域：线性方程组；.The ultimate goal of solving a system of linear equations is to find the values of the unknown variables.
解决线性方程组的最终目标是找到未知变量的值。The best current tool to assess such a dense system of linear equations.
它是目前评估线性方程密集系统的最佳工具。Students learn how to graphically represent linear equations, view 3D shapes and construct data sets.
学生们会学习用图来表示线性方程、观看3D图形、构建数据集合。Line-line intersection via solving a system of linear equations.
求解线性方程组（Solvingasystemoflinearequations）.In practice, linear equations of the form Ax= b occur more frequently than those of the form xA= b.
实际上，Ax=b形式的线性方程组比xA=b形式的线性方程组更常见。If L: Rm→ Rn, then the kernel of Lis the solution set to a homogeneous system of linear equations.
如果L:Rm→Rn，则L的核是一个齐次线性方程组的解集。As you might remember from high school math,you need N linear equations to solve for N unknown variables.
如果你还没有忘记高中数学的话，你知道需要N个线性方程来解决N个未知变量。Conceived in 1937, the machine was not programmable,being designed only to solve systems of linear equations.
年设计，不可编程，仅仅设计用于求解线性方程组.An iterative method for solving linear equations(Ax= b) or energy minimization problems involving many variables.
共轭梯度法是一种迭代方法，用于求解线性方程（Ax=b）或涉及许多变量的能量最小化问题。After a successful statistics project,I decided we would do a“Linear Equations in Real Life” project.
在成功地完成了统计项目之后，我想做一个“现实生活中的线性方程组”项目。Math questions will focus on three areas: linear equations; complex equations or functions; and ratios, percentages and proportional reasoning.
数学考试将侧重三个方面：线性方程、复杂方程或函数，以及比率、百分比和比例推理。The key ideas employed in the ABC included binary math andBoolean logic to solve up to 29 simultaneous linear equations.
ABC计算机中引入的关键思想包括二进制数学以及布尔逻辑，来求解多达29个方程联立的线性方程组。I challenged students to find real examples of linear equations and interview experts who used this skill in their daily life.
我要求学生们找到线性方程组应用的真实例子，并去采访在日常生活中使用该方程组的专家。If you have two equations and two unknowns(x and y),you can determine whether two sets of linear equations are equivalent.
如果有两个方程和两个未知数（x和y），则可以判断两个线性方程组是否是等效的。As more and more chartists exploited the easy linear equations and successfully spotted trends, the market became less profitable.
而当越来越多的图表分析师利用这种简单的线性算式，成功地找出各种趋势之后，市场的利润也就越来越薄了。Students continue learning algebraic concepts including linear and polynomial functions andsystems of linear equations and inequalities.
学生继续学习代数概念，包括线性和多项式函数和线性方程和不等式的系统。When it is applicable, the Cholesky decomposition is roughly twice asefficient as the LU decomposition for solving systems of linear equations.
当它适用时，Cholesky分解的效率大约是用于求解线性方程组的LU分解的两倍。Algebra I covers writing, solving, and graphing linear and quadratic equations,including systems of two linear equations in two unknowns.
A crucial property of compact operators is the Fredholm alternative,which asserts that the existence of solution of linear equations of the form.
紧算子的一个关键性质是Fredholm二择一，它断言如下形式线性方程的解的存在性.TensorFlow supports all the most common matrix operations, like multiplication, transposing, inversion, calculating the determinant,solving linear equations, and many more.
TensorFlow支持所有最常见的矩阵运算，像乘法，移调，反转，计算行列式，求解线性方程组，并有更多的。The above example has only a single unknown,so we only need to solve a single linear equation.
以上示例中仅包含一个未知量，所以我们只需求解一个线性方程。(In a linear equation, a solution can be expressed in a graph as a straight line.).
在线性算式中，一个解可以用一条直线在图中表示。As, in fact, we all know,it really is a very simple linear equation.
因为，事实上，我们都知道，解决方案确实是一个非常简单的线性方程式。
