Each house number on a street has 2 nonzero digits that are different. What is the probability that the second digit is less than 3, given that the first digit is less than 3?

Question

Mathematics

Pepe

3 January, 06:59

Each house number on a street has 2 nonzero digits that are different. What is the probability that the second digit is less than 3, given that the first digit is less than 3?

+3

Answers (1)

Know the Answer?

Rylie Copeland · Answer 1

You again!

Since we have only 2 numbers less than 3 (that is 1 and 2) the first house number digit gets 2 out of 9 chance. But the second one can't be repeated so it gets only one number out of the remaining 8.

The answer is 1/8.