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  • The amount of energy that can be produced anaerobically is a function of the amount of glycogen present—in all vertebrates about 0.5 percent of their muscles' wet weight.

    能以无氧方式产生的能量是存在的糖原量的功能——在所有脊椎动物中,糖原量约占其肌肉湿重的0.5%。

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  • Salary is a function of age and experience.

    工资视乎年龄和经验而定。

    《牛津词典》

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  • Or as a function of volume.

    或者作为体积的函数。

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  • Oh, a function of two variables.

    这的确是一个二元函数。

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  • It's a function of the total pressure.

    它是总压强的函数。

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  • This is not a function of any other art.

    这不是其他任何技艺的功能。

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  • But it's a function of the total pressure.

    但是这个分压是总压强的函数。

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  • 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。

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  • I want p, total pressure, as a function of yB.

    我想知道p,总压强,作为yB的函数。

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  • Is this a function of biology, environment — or both?

    这究竟是生物学的作用,环境因素的作用,还是两者共同的作用呢?

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  • Let me go over this again. This is a function of a and b.

    我们再来过一遍,这是一个关于a和b的函数。

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  • Well, let's say how to visualize a function of two variables.

    如何想象一个有两个变量的函数。

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  • What thermodynamic function is naturally a function of N, V, T?

    什么热力学量,是V,N和T的自然函数?

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  • That was our first example of a function of two variables possibly.

    这是二元函数中的第一个例子。

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  • And this shows that G is written naturally as a function of t and p.

    这表明G可以很自然的,写成t和p的函数。

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  • So, a function of several variables doesn't have the usual derivative.

    因此,一个多变量的函数没有通常的导数。

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  • Diagram 1: Evolution of leakage current as a function of test voltage.

    图1漏电电流随电压变化的函数图。

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  • So, when we think of a graph, really, it is a function of two variables.

    因此当我们在想像一个图像时,其实那只是一个二元函数的图像。

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  • OK, so now, let's say that we had, actually, a function of two variables.

    可能是这样的,现在我们可以说,有一个含有两个变量的函数。

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  • So, we have a function of x, y, z, t, and we have another function here.

    有一个关于x,y,z和t的函数。

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  • This is a function of the Lexicon subsystem, which is described shortly.

    这是Lexicon子系统的一个功能,我们将简单地描述一下。

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  • Relative tablespace weight: a function of access density and access latency.

    相对表空间权重(Relative tablespace weight):访问密度和访问延时的函数。

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  • And so during the first second this is the velocity as a function of time.

    因此在第一秒内,速度根据时间而变化。

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  • Plot demand and marginal revenue, and total revenue qp (q) as a function of q.

    将需求,边际收益,总收益表示为q的函数。

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  • In the module, I declare a function of this type to deal with the incoming data.

    在这个模块中,我们声明了一个这种类型的函数来处理到达的数据。

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  • So, the execution time grows cubically as a function of the number of assets.

    所以,执行时间随资产数量的三次方增长。

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