8 ms·
I also have a question about the first lecture. He mentions that the probability of a particular event happening is given by adding arrows/vectors head to tail,
by anonymousDan 17y ago
I also have a question about the first lecture. He mentions that the probability of a particular event happening is given by
adding arrows/vectors head to tail, and then getting the area
of the circle with radius equal to length of the resulting arrow. Would this not enable you to have a probability greater than 1?
- itistoday 17y agoIt certainly would, good point, that's yet another issue with his metaphor.