00:01
Alright, so here, let x and y are two variables.
00:06
This is the probability density function.
00:09
So say, aapu, right? and the cumulative distribution function is, let this is aapu.
00:22
So this is cumulative distribution function, and this small ipapu is the, this is the, this is the, probability density function, okay? so let the probability of x is less than y will be, this will be equal to the integral from minus infinity to infinity.
00:45
This is double integral.
00:49
This and this, this, right? now this is easy to calculate the first integral, right? so this is epip y, epip -y -d -y right and this is minus infinity to infinity a pop -y -y -d -y -y -d -y sorry i have written the same way so let this will be equal to integration from minus -in -pign to infinity a pop -y d -y -y -y -p -y -y okay so this will be equal to a p -up y squared divided by 2...