00:01
In this question, we're given that x is a poison distributed random variable, and can three different values of x have equal probabilities? now, x follows the poison distribution, suppose the mean is lambda.
00:16
So probability x equals to r, where r is the number of success in this given time, period, or area, will be lambda to power r divided by r factorial times e to power minus lambda.
00:30
Suppose we have three different values of x that have equal probability.
00:36
Basically, it would be the probability x equals to r1, which is this.
00:48
And x equals to r2 will be this.
00:57
And x equals to r3 will be lambda to power r3 over r3 factorial e to power minus lambda.
01:07
Not suppose if, suppose they are the same probability...