An alphanumeric code is formed by 2 letters followed by 3
digits. If repetition is allowed...
An alphanumeric code is formed by 2 letters followed by 3
digits. If repetition is allowed for the letters but not the
digits, how many different codes can be formed?
a
code is 4 random letters and 3 random digits. what is the
probability of the 4 letters all being different while the 3.
numbers at the end are in ascending order?
b) in a group of 10 codes.... what is the probability that at
least two have all different letters and numbers in ascending
order
c) in 1000 codes what is the wxpected value and standard
deviation for the codes with all different letters and ascending
digits
An automobile license plate consists of 3 letters followed by 4
digits. How many different plates can be made:
a. If repetitions are allowed?
b. If repetitions are not allowed in the letters but are allowed
in the digits?
c. If repetitions are allowed in the letters but not in the
digits?
1An
identification code is to consist of 2 letters followed by 5 digit.
Determine the fallowing?
1a) how many different codes are posible if repetition is
permitted?
1b) how many different codes are possible if repetition is not
permitted, but the first 2 letters must ve the same letter?
1c) how many different codes are possible if the first letter
must be, P, Q, R, S, T, and repetition for everything else is not
permitted?
A swedish license plate consists of three letters followed by
three digits. Find the probability that a randomly selected plate
has a) no duplicate letters b) no duplicate digits c) all letters
the same d) only odd digits e) no duplicate letters and all digits
equal
1)
A set of license plates has four letters followed by 4
digits.
(a)
In how many ways can a license plate be made with four letters
followed by 4 digits? (Letters or digits may be repeated.)
(b)
In how many ways can a license plate be made with four
different letters followed by 4 different
digits?
(c)
If a license plate is made with four letters followed by 4
digits, what is the probability that it has no repeated...
If a license plate consists of two letters followed by four
digits, how many different licenses could be created having at
least one letter or digit repeated.
License plates in a given state must consist of three letters
followed by four digits. The state's DMV has determined
that there are eighteen three-letter words that cannot appear on
license plates, and there are five four-digit numbers that cannot
appear. How many license plates are banned? Your
answer may be given as an integer, or as a
formula. Either is acceptable.
Customer account "numbers" for a certain company consist of 2
letters followed by 3 numbers.
Step 1 of 2 : How many different account numbers are possible if
repetitions of letters and digits are allowed?
Suppose a state's license plate consists of 3 numbers followed
by 3 letters. However, NO two letters or numbers can be the same.
How many different license plates can be made?
I don't understand how to solve this question because of the
"NO"?