Probability

1/36

1/6 x 1/6 = 1/36

Why belong exponential family for poisson distribution

There is a 1 (one) in 13 (thirteen) chance that you will pull out a queen from a deck of 52 (fifty-two) cards.

The Anti Christ. After that, all people will be believers.

2/36 what you rolled the first time has nothing to do with the next roll. It's an independent event.

3/12*3/11 = 9/132, or 6.818%.

From a normal deck of cards, it is 1/26.

It is 0.4

It is 6*2-6 = 1/64 or 0.09375

It might help if you specified why WHAT was important in random variables.

Yes, a probability of 0 is something that cannot happen.

It is 0.02777... recurring.

It is 0.0833... recurring.

It is 1/2.

It is 5/18.

The likelihood that a particular event will occur is called probability
The ratio of the wanted outcomes divided by the possible outcomes gives a fraction or ratio usually expressed as a percentage.
The likelihood of an event occuring.

First tell me a problem and might understand

A six-sided die, in which each side is equally likely to appear, is repeatedly rolled until the total of all rolls exceeds 400. Approximate the probability that this will require more than 140 rolls.

5! is the symbol for Factorial 5 , ie 5 x 4 x 3 x 2 = 120 different ways

If you have 10 marbles in a bag, 5 red 2 blue, and 3 purple, and you randomly draw one out the percentage of it being Red=5/10=1/2 Blue=2/10=1/5 Purple=3/10

The answer to the question, as stated, is two. You are drawing from the same regular deck. If the questioner meant same suit, the answer is 5. The first four could be one of each of the four suits but the fifth must belong to one of the suits you have already drawn.

The same as any card, 1/52

1:18. There are 36 potentials and only two can add to 3. Thus one in eighteen

The probability of drawing two red cards with replacement is (1 in 2)2 or (1 in 4) or 0.25

Define statistical inference and give an example