If we have a zit, we know how to conceal it.
长青春痘了，我们知道怎么消除。
So we know how to change themes - but what about icon sets?
既然我们知道了如何改变主题——但是如何设置图标？
db That means that actually we know how to solve for db.
这意味着实际上我们知道怎样求解。
We know how to insert the aircraft into atmospheric hypersonic flight.
我们知道如何让飞机进入大气层并以高超音速飞行。
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。
"It will be a challenge but we think we know how to do it," said Professor Southwood.
“这将是个挑战，但是我们认为我们知道该如何应付。”萨斯·伍德教授说。
And, we know how to find a normal vector to this plane just by looking at the coefficients.
我们已经知道，如何根据系数找到这个平面的法向量。
And now we know how to calculate that from first principles, through statistical mechanics.
现在我们知道怎么，算自由能，通过统计力学计。
We know how to make the search, we know how much searching is required, but it's very costly.
我们知道如何去探寻，我们知道需要做多少探寻，可是这非常昂贵。
Now we know how to setup Jython and connect to DB2. It is time for us to rock'n roll with examples.
现在，我们已经知道如何安装Jython和连接DB2，应该开始查看示例了。
B You can say a minus B is a plus minus B and we know how to add vectors and we know what minus B is.
可以把A减b看作a加负，我们既知道怎么做加法，也知道负b是什么。
And that one, we know how to compute, right, because it's the one we've been computing all along.
我们知道怎样计算这个，因为我们一直都在计算它。
Why is that? Well, let's say that we know how to find a vector that's perpendicular to our plane.
为啥呢？呃，就是说，我们知道，怎么画垂直于这个平面的向量。
In particular,cosine of alpha,I can get, well, we know how to find the angle between two vectors.
特别地，能得到α角的余弦值，我们知道如何找两向量的夹角。
We know how to do it, it’s not talked about as much as before [but] what are you going to move on to?
我们知道如何去做，它不再像以前一样那么多被提及，[但是]你要往哪里前进呢？
Now we know how to identify an important vision and its scope, we can look at what we need to do to implement it.
现在，我们知道了如何识别重要的目标和它的范围，下面我们该看看如何实现它了。
And now that we can say what makes a good founder, we know how to put an upper bound on the size of the pool.
而我们现在能辨识出好的，也就知道了这个池塘能有点多大了。
Now we have data (data elements), we know what they are (tags), and we know how to interpret them (attributes).
现在，我们有了数据(数据元素)，知道它们是什么(标记)，而且知道如何解释它们(属性)。
This "turns out to be a much more complicated problem than we thought -but we know how to solve it", Dr Venter says.
这是“一个比我们所设想的复杂得多的问题——但我们知道如何去解决，”凡特博士说。
This “turns out to be a much more complicated problem than we thought – but we know how to solve it”, Dr Venter says.
这是“一个比我们所设想的复杂得多的问题——但我们知道如何去解决，”凡特博士说。
We already created three data sets to retrieve work item information, and we know how to get the parameter's value.
我们已经创建了三个数据集来获取工作项信息，而且我们已经知道了怎样得到参数的值。
Now that we know how to set up a build file, let's take a closer look at integrating FindBugs into your build process.
知道如何设置编译文件以后，就让我们更详细地分析如何将FindBugs集成到编译过程中吧！
So we know how to do this, and we know this thing when it hit these stops, v2 the pressure with p2, and the volume was v2.
所以我们知道怎么计算，当活塞到达这两个挡板时，压强是p2，体积是。
If we know all these rates of change then we know how to take these derivatives without actually having to plug in values.
如果知道所有的这些变化率，那么求偏导时，就不需要把u、v代回f了。
It would be an understatement to say that the world, and the people in it, have more problems than we know how to deal with.
这将会是一种轻描淡写的说法是，世界和之中的人们，会比我们知道如何解决的方法有更多的问题。
Now we know how to access the MQ Header in the Data Handler lets make a transformation decision, based on one of the fields.
现在，我们已了解了如何访问数据处理程序中的MQHeader，让我们基于这些字段之一制定转换决策。
And we know how to find a normal vector to the level set, namely the gradient vector is always perpendicular to the level set.
我们是知道如何去求水平集的法向量的，也就是垂直于水平集的法向量。
If we look at this one, well, we know how to solve this because it is just telling us we have to integrate this with respect to x.
来看这个，我们知道怎么求解，因为我们只需对x积分。
So we now have a way of calculating the kinetic energy of rotation provided that we know how to calculate the moment of inertia.
现在我们有一个计算，旋转动能的方法，如果我们知道，怎样计算转动惯量。
Certainly in principle we know how to calculate this and other stuff for a change in state of this sort, for lots of changes of state.
的确原则上我们可以对某个状态变化，计算这些物理量，或者其他物理量，对其他的变化也可以做相同的计算。
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