The children are already learning to multiply and divide.
孩子们已经开始学习乘法和除法了。
It is possible to multiply these bacteria in the laboratory.
在实验室里繁殖这些细菌是可能的。
Thus, fever would make it more difficult for an infecting bacterium to acquire iron and thus to multiply.
因此，发烧会使感染细菌更难获得铁，从而更难繁殖。
These cells attached themselves and began to multiply.
这些细胞附在一起，开始繁殖。
Since then, arguments for and against homework have continued to multiply.
从那时起，支持与反对家庭作业的争论不断增加。
Remember that we need to multiply it by the volume here, the volume of some sphere we've defined.
记住我们需要把它乘以体积，乘以某一个我们已定义的球体的体积。
Without such regulations, tragedies involving water scooters are sure to multiply, which makes many beaches unsafe for recreation.
如果没有这样的规定，水上摩托车引发的悲剧肯定会成倍增加，许多海滩会变得不够安全，无法开展娱乐活动。
Initially unrestrained by predators of their own, foreign predators are likely to be able to multiply rapidly and overwhelm intended targets.
外来掠食者最初不受自身掠食者的限制，它们可能会迅速繁殖并击溃预定目标。
What does it mean to multiply them?
把它们乘起来的意义是什么？
So, what does it mean to multiply matrices?
那么，两个矩阵乘起来是什么意思？
Set the layer blending mode to multiply.
将图层混合模式设置为正片叠底。
OK, now we know how to multiply matrices.
好，现在我们知道怎么把两个矩阵相乘了。
Every healthy creature tends to multiply himself.
每一个健朗的生命都倾向于自我繁殖。
Now you need to multiply register 3 and register 5.
现在需要用寄存器3乘以寄存器5。
Parallel programming using MPI to multiply a matrix by a vector.
使用MPI进行并行编程来实现矩阵与向量的乘法。
This tells M3G to multiply all texture coordinates by this value.
这也就告诉M3 G将所有纹理坐标都乘以此值。
Today we are going to learn how to multiply two Numbers together.
今天我们来学习如何将两数相乘。
It continues to multiply and I just couldn't stop it from growing.
用户量继续成倍地增加，我都无法阻止让它增长了。
This will only serve to multiply the anger, and is therefore no solution.
这只会令愤怒增生加强；此诚然非解决之道。
And now we're going to multiply that by the gravitational force constant.
我们现在把这个结果，和重力常量相乘。
Set it to Multiply with 35% Opacity and apply the following layer styles.
将它的混合模式设为正片叠底，不透明度为35%，并应用下列图层样式。
Now you want to multiply this result by the current value under consideration.
现在您想用考虑中的当前值去乘该结果。
Let's say we have a 4x4 matrix that we want to multiply with a vector (a 4x1 matrix).
假设有一个4x4的矩阵，我们希望将其与另外一个4x1的向量进行乘法操作。
OK, so we've seen how to multiply matrices, and how to write linear systems in matrix form.
我们学过矩阵乘法的，以及用矩阵表示线性方程。
OK, so if you don't remember how to multiply matrices, please look at the notes on that again.
如果你不知道，如何做矩阵乘法，再看看相关笔记吧。
Our mutual dependency will continue to grow and the interactions between us will continue to multiply.
我们的相互依赖将会继续加深，我们间的交流也将继续增加。
To get a result expressed in nanoseconds, it is necessary to multiply by 1000, thus losing precision.
要获得一个以纳秒表示的结果，就需要对其乘以1000，这样就会损失一些精度。
But remember that we need to multiply it by the volume here, the volume of some sphere we've defined.
但记住我们需要把它乘以体积，乘以一个我们定义的壳层的体积。
But remember that we need to multiply it by the volume here, the volume of some sphere we've defined.
但记住我们需要把它乘以体积，乘以一个我们定义的壳层的体积。
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