That's a very good question The question is, what is the geometric significance of an equation like x y z equals to 1, 2, 3 or something else?
问得好,你的问题是,在方程x+y+z=1或2或3中3,常数项的几何意义是什么？
The possible permutations of x, y and z are xyz, xzy, yxz, yzx, zxy and zyx.
x、y和z的可能的组合方式为xyz、xzy、yxz、yzx、zxy和zyx。
That maybe now is not the best time because of X, y, Z reasons?
还是因为这样那样的原因，你觉得现在不是最好的时机？
The example application is really not concerned with the accuracy of the sensors, but rather the current X, Y, and Z values of the sensors.
示例应用程序不关心传感器的准确度，但关注传感器当前的X、Y和Z值。
I use x, Y, and Z axes to illustrate pictures in the three-dimensional space.
我使用X、Y和z轴在三维空间中展示图片。
In the above command, X, Y, and Z are used as placeholders.
在上面的命令中，X、Y和Z作为占位符。
Namely, we will be saying the /a normal vector is x, y, z over a, plus or minus depending on whether we want it pointing in or out.
我们容易知道,法向量为，正负号取决于它是指向外面还是里面。
You bought programs X, Y and Z.
你买了些软件，有x，有Y，还有Z。
He would put out a tweet saying, 'So I have albums by x, y, and z, but am I missing anything?'
他将发一条微博，‘因此，通过x,y，和z，我拥有专辑，但是，我是不是正在错过一些东西呢？’
The constructor of VertexArray takes the number of vertices (eight), the number of components per vertex (x, y, z), and the size of each component (one byte).
VertexArray构造函数中保存了顶点数量(8个)、各顶点的组件数(x,y,z)以及各组件的大小(1字节)。
We also have this relation, whatever the constraint was relating x, y and z together.
但是我们有这个关系式，无论x，y，z的约束关系是什么。
Well, first of all, the origin is not one of them, (x, y, z) being (0, 0, 0) would not solve that equation.
好，首先，原点不是其中的点，(x,y,z)为(0,0,0)不是该方程的解。
For velocity in the x, y, or z direction.
对于x，y，或z三个方向的速度。
The RTLS provider might provide location data on a coordination system in the form of x, y, z, id, or for two-dimensional data in the form of x, y, id.
RTLS提供者可以通过一个形式为x,y,z,id的坐标系统来提供位置数据，或者对二维数据采用形式为x, y, id的坐标系统。
z The problem is sometimes you cannot actually solve for x, y, z in here because this condition is too complicated and then we need a new method. That is what we are going to do.
但是问题是，有时候我们并不能解出x，y，因为这个关系方程g太复杂了,这时必须要有一个新的方法，现在就是要研究这个方法。
For example, suppose elements x, Y, and Z in Listing 5.
例如，假设清单5中的元素X、Y和z。
But now it looks like some function of x,y, z equals zero.
但是现在它看起来像x，，y，，z，的函数等于，0。
So, it's actually a function of maybe x, y, z.
因此它实际上可能是x,y,z的函数。
The built-in alloy wires localize a stylus on the x, y, and z axis points.
内置的合金线路将在x,y,z轴上定位输入笔的位置。
For example, if this was the unit sphere then I would just put x, y, z.
例如，对于一个单位球面，仅用x,y,z计算就可以。
Let's take a linear function of x, y, and z.
我们来看关于x,y, z的一个线性方程。
These are the rates of change of x, y, z when we change u.
这些是u变化时，x，y，z的变化率。
So, let's say that you have a point in space at coordinates x, y, z.
有一个点位于由x,y,z轴确定的空间。
The Nation broke out into what Jefferson called "the X. Y. Z. fever," increased in intensity by Adams's exhortations.
杰斐逊所谓的“XYZ热”迅速在全国蔓延开来，在亚当斯的劝告下越演越烈。
But, of course, this would depend on x, y, z.
不过当然，这个是带有x,y, z的。
z I do F dot n. That just gives me the z component which might involve x, y and z.
把F和n做内积，于是得到,它由x，y，z组成。
x, y and z, in terms of t, are given here.
这是x、y、z与t的关系。
If A has_many B through=> [X, Y, Z], then it becomes problematic to determine which association should be generated.
如果A has_manyB与 [X,Y,Z]间接关联，那么很难去决定应该生成哪一个关联。
y Well, most likely x and y z because we know how to express z in terms of x and y.
我们大概要用x和,因为我们知道如何用x，y来表示。
y Well, most likely x and y z because we know how to express z in terms of x and y.
我们大概要用x和,因为我们知道如何用x，y来表示。
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