因此,速度的大小即是,矢量V的模长。
So, speed, which is the scalar quantity is going to be just the magnitude of the vector, V.
这里v表示速度的大小。
若想知道f撇的大小,撇等于f乘以1,then,f,prime,equals,f,times,one,加上,乘以cosθ
If now we want to know what f prime is, f v/c plus v over c times the cosine of theta.
Whenever you see a particle moving in a circle, even if it's at a constant speed, it has an acceleration, v square over r directed towards the center.
只要看到质点做圆周运动,即使是匀速圆周运动,也存在一个加速度,大小为 v^2 / r,方向指向圆心
If it's going in a circle, you will say from now on, that it, indeed, has an acceleration, even though no one's stepping on the accelerator, of amount v^2 over R.
如果它在一个圆周上运动,你会说从现在起它其实有加速度,即使没有人去踩油门,加速度大小为 v^2 / R
The size of that is v^2 over R.
它的大小是 v^2 / R
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