I've been given the following "Digits" are 0, 1, 2, 3, 4, 5, 6, 7, 8, 9.
How many 3 digit strings are there..
if any digit is allowed in any place?
if the digits are all different?
that do not start with 0 but can have any digit in the other places?
that start and end with different digits?
that have two or three digits that are the same?
the sum of whose digits is divisible by 9?
that have at least one 3?
that have at least one odd digit?
2nd part
How many strings of 9 upper-case English letters are there..
*if letters can be repeated?
if no letter can be repeated?
that start with Q, if letters can be repeated?
that start with Q, if no letter can be repeated?
that start with Q and end with X, if letters can be repeated?
that start with Q and end with X, if no letter can be repeated?
that start and end with a vowel (A, E, I, O, U), if letters can be repeated, also if they can't be repeated???
2006-10-19
17:13:44
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2 answers
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asked by
bsj
1
in
Mathematics