双曲三角函数就是对曲线应用三角函数,也就是说,想象将这些点放在笛卡尔平面上来得到t的所有可能值。
The hyperbolic trigonometric functions are to hyperbolae as the trigonometric functions are to circles. That is, imagine you plot these points on a Cartesian plane for all possible values of t.
特别地,绕平面上一点旋转物体,同样可以想象,旋转一个实体。
In particular, we have been rotating things about just a point in the plane What you could imagine also is instead you have your solid.
打个比方,我们可以想象一个一生都在平面上度过的两维昆虫。
By way of analogy, we might think of a two-dimensional bug living out his life in a plane.
So if you picture, for example, b h 3, it's going to look like this.
如何使键劲量相互远离,我们会有平面三角形的情形,如果你想象。
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