You draw five cards from a standard deck of 52 cards. What type of probability is illustrated and why?

Hmmph

Could you be a little more descriptive???

random, without replacement.

Nope. That's the question.

5/52 or 47/52. Sorry, don't know why.

I think bobpursley's answer is correct, as to the type of probability illustrated.

No numbers can be calculated without knowing what it is you are trying to draw.

Having said that, I can't think of any target draws that would amount to 5/52. That is just the fraction of the cards that were drawn.

0-0 it's just a question it can't be that urgent

It says urgent because it’s a test, not really urgent, the person is just impatient lololol

It can mean that they are impatient, but it can also mean that they are in need of help, not knowing what to do

The type of probability illustrated in this scenario is binomial probability.

To understand why, we need to define binomial probability. Binomial probability is the probability of obtaining a specific number of successes in a fixed number of independent Bernoulli trials, where each trial has the same probability of success.

In this case, drawing five cards from a standard deck of 52 cards involves a fixed number of independent trials (each card drawn is independent of the others) and each trial (drawing a card) has the same probability of success (drawing a specific card).

Therefore, the probability of drawing a specific combination of five cards can be calculated using binomial probability.