00:04
Well, for this question, the question a asks us to draw a probability tree, right? so we can write it's a, b, and c.
00:32
Then we already note 10 % products from machine a, 40 % product from motion b, from machine b.
00:46
So 50 product from motion c and i said d is the defective product.
01:07
So for the motion a we already know 5 % of motion a products are defective.
01:28
So 90 % of products are not defective and 12 % of machine b products are defective.
01:51
So it means 80 % of version b products are not defective.
02:01
Then also, 8 % of production c products are defective.
02:17
So 92 % of motion c products are not defective.
02:24
So here is our probability tree for question a.
02:31
Then for the question b, we need to find, let's see, we need to find the probability that the simple product was, the probability that the simple product is defective and was produced by motion c.
02:59
So you find it's probability of c given d.
03:09
Then we're based on conditional probability...