1.1 函数及其图像(Graph of Function):Plot [f[x], {x,a,b}]例例:Plot[Sin[x] {x -Pi Pi}]Plot[Sin[x], {x,-Pi,Pi}]1-3-2-1123-1-0.50.5 1.
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graph of function teaching 函数图像教学
Drawing of Graph of Function 节
graph of a function 函数图形
the graph of quadratic function 二次函数图象
graph of inverse trigonometric function 反三角函数图象
graph of complex function 复函数图形
graph of a linear function 一次函数的图象
graph of direct proportion function 正比例函数的图象
My surface is given by the graph of a function.
我们的曲面是由一个函数图像给出的。
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。
And, I have the graph of my function — and I'm asking myself how quickly does the value change when I move on the graph in that direction?
有这样的函数图像-,当沿着图像上的这个方向变化时,试问函数值变化的有多快?
We can graph out what this is where we're graphing the radial probability density as a function of the radius.
我们可以,画出它来,这是径向概率密度,作为半径的一个函数图。
What I plot on this graph here is as a function time, years, dates, life expectancy as a function of time.
在这儿的这张图是,一个关于时间,年,日期的函数,将寿命长短作为时间的函数
So, the example that we took on Monday and that we ended with when we ended class, was looking at the 1 s orbital for hydrogen atom, and what we could do is we could graph the radial probability as a function of radius here.
周一我们,最后讲到了,粒子是氢原子1s轨道,我们可以画出,这幅径向概率分布曲线。
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