Respuesta :
To find the probability of drawing a queen three times, you will find the probability of drawing a queen in each of the three trials and multiply them together.
1st: 4/52
2nd: 3/51
3rd: 2/50
4/52 x 3/51 x 2/50 = 24/132600
24/132600=1/5525
There is a 1/5225 chance of getting 3 queens.
1st: 4/52
2nd: 3/51
3rd: 2/50
4/52 x 3/51 x 2/50 = 24/132600
24/132600=1/5525
There is a 1/5225 chance of getting 3 queens.
Answer:
The answer that you seek is 1/425
Step-by-step explanation:
The first guy is RIGHT, he just forgot a part of the question that says that the cards are not REPLACED.
So:
We've already gotten one queen down, 2 more to go.
The probability of a queen on the second draw is 3/51 since there are 3 cards we want out of 51 total.
Then the probability of another queen after that is 2/50 since there are 2 queens left and 50 cards total
Multiplying those fractions gives us :
(3/51)*(2/50) = 6/2550 = 1/425