What is the probability of getting a license plate that has a repeated letter or digit if you live in a state that has four letters followed by two numerals followed by two letters
if a license plate consists of 2 letters followed by 4 digits, how many different plates could be created having at least one letter or digit repeated? I know its not 6,760,000
12. In a certain state, license plates have six characters that may include letters and numerals. How many different license plates can be produced if: a letters and numerals can be repeated? b each letter and numeral can be used at most once? c the license plate must have a letter as its first character and each letter or numeral can be used at most once?
D Question 34 In a certain state, license plate numbers consist of three letters followed by three digits. 20 pts a) How many license plates are possible? b) How many license plates are there that use no repeated characters? (1.e. no repeated digits and no repeated letters) c) What is the probability that a given license plate has no repeated characters? d) What is the probability that a given license plate has at least one repeated character? 12pt Paragraph B...
In a certain state, license plates consist of three letters followed by three numbers. 1. How many different license plates can be made if the letter and number carn repeat? (5pts) appears more than once? (5pts) number appears more than once? (5pts) 2. How many different license plates can be made in which no letter or number 3. A license plate is chosen at random. What is the probability that no letter or
A license plate consists of two letters followed by three single digits. (a) How many different license plates can be made? (b) How many different license plates can be made if no two-character U.S. state abbreviations are allowed for the two letters?
5. + 0/4 points | Previous Answers StatsByLO1 9.10.010.CH. A set of license plates has four letters followed by 5 digits. (a) In how many ways can a license plate be made with four letters followed by 5 digits? (Letters or digits may be repeated.) 4569760 x (b) In how many ways can a license plate be made with four different letters followed by 5 different digits? Enter an exact number. (c) If a license plate is made with four...
13. Suppose in a certain state, all license plates have four letters {A,B,...Z} followed by three digits {0,1,2,...9). a. How many different license plates are possible? [2 points] b. How many license plates are possible in which all the letters and digits are distinct? (Distinct means no symbol is repeated). [3 points] c. How many license plates could begin with AB and have all letters and digits that are distinct? [3 points)
Say we form a state which has the following requirements for license plates. The license plate consists of six characters. The first character must contain a digit with the exception of 0 or 1. The following three characters must contain a letter from the English alphabet with the exception of the first and the last letter being an O. The last two characters can be either a digit, a heart, a spade, a club or a diamond. However, repetition is...
1. A license plate must be 7 characters long: available characters are uppercase letters (26 possible letters for each spot), digits (0-9, so 10 possible numbers for each spot), and special characters!*-& and a blank space (5 possible special characters). A rental car company wants all of its cars' license plates to begin with 4 letters, then have 1 special character, and then 2 digits, e.g. "ABCD 68" is permissible, but "ABCD6 8" is not. a) How many different license...
1. A license plate must be 7 characters long; available characters are uppercase letters (26 possible letters for each spot), digits (0-9, so 10 possible numbers for each spot), and special characters!*-& and a blank space (5 possible special characters) A rental car company wants all of its cars' license plates to begin with 4 letters, then have 1 special character, and then 2 digits, e.g. "ABCD 68" is permissible, but " ABCD6 8" is not. (a) How many different...