6 different numbers are drawn on separately on 11 different cards, one

number on each card. There is one 1, three 2's, two 3's, three 4's, one 5, and

one 6. 3 cards are drawn in a row with replacement. What is the probability that

they are all 6's?

Question

Orlando Sullivan

Mathematics

22 September, 20:03

6 different numbers are drawn on separately on 11 different cards, one

number on each card. There is one 1, three 2's, two 3's, three 4's, one 5, and

one 6. 3 cards are drawn in a row with replacement. What is the probability that

they are all 6's?

+5

Answers (1)

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Skylar Blanchard · Answer 1

You would do 1/11*1/11*1/11*1/11*1/11*1/11 since the chance of getting a 6 is 1/11 so you assume you get the number 6, six times and the probability they are all 6’s is 1/1771561

6 different numbers are drawn on separately on 11 different cards, onenumber on each card. There is one 1, three 2's, two 3's, three 4's, one 5, andone 6. 3 cards are drawn in a row with replacement. What is the probability thatthey are all 6's?

6 different numbers are drawn on separately on 11 different cards, one

number on each card. There is one 1, three 2's, two 3's, three 4's, one 5, and

one 6. 3 cards are drawn in a row with replacement. What is the probability that

they are all 6's?