You know, cosine is adjacent over hypotenuse.

你们知道 cos是邻边除以斜边。

But let me go back to these sines, cosines and logarithms.

但让我们再来说说正弦、余弦和对数函数。

And compute over 10,000 calculations by cosine, square root and lately Analytic Geometry.

还要完成万笔计算处理余弦，平根，最近还用起了解析几何。

So the factor by which the slice gets squished down in this direction is exactly cosine of theta.

因此，切片 在扁的因素正是 theta 的余弦。

What's the cosine of 30 degrees?

cos30度是多少？

That's the cosine of 30 degrees.

是cos30度。

98 times the cosine of 30 degrees newtons.

98乘以 cos 30度牛顿。

And that's why it's cosine of theta.

因此 两者相等。

Because cosine of 0 right now is 1.

因此 两者相等。

So, the cosine of theta is equal to the (ball’s position) divided by its (amplitude).

因此， theta 的余弦等于（球的位置）除以它的（振幅）。

And the cosine of 90 degrees is zero.

90 度的余弦为零。

However, let's use E dA cosine theta instead of the dot product.

但是，让我们使用 E dA 余弦西塔来代替点积。

As the value t increases, the inside of this cosine function increases more slowly.

随着 t 值的增加，该余弦函数的内部增加得更慢。

So this is equal to cosine of the angle.

cosθ等于邻边/斜边。

How is knowing cosines gonna help you with your backstroke?

学会余弦对仰泳有什么帮助？

It's all just trigonometry, connecting sides and angles through sines and cosines.

是三角学，边 以及跨正弦和余弦的角度。

I don't have the slightest idea what sine and cosine mean.

我根本不知道正弦和余弦是什么意思。

The cosine of zero is 1.

零的余弦是 1。

So, the law of cosines is an extension of the pythagorean theorem to the arbitrary angles...

所以余弦定律是勾股定理对任意角度的延伸。

To calculate a triangle's shading, we take the  cosine of the angle or theta between the two directions.

为了计算三角形的阴影，我们取两之间的角度或 θ 的余弦。