Ask a New Question

Question

A state's license plates consist of four letters followed by three numerals, and 246 letter arrangements are not allowed. How many plates can the state issue?

26^26^26^26=456976-246 answer 456,730

thank you
11 years ago

Answers

MathMate
You have completed the first part of the correct answer, but you forgot the 3 numerals.

So
456730*10^3
11 years ago

Related Questions

In Utah, a license plate consists of 3 digits followed by 3 letters. The letters I, O, and Q are no... A state creates license plates that each contain two letters followed by three digits. The first let... A state's license plates consist of four letters followed by three numerals, and 241 letter arrangem... A state's license plates consist of three letters followed by three numerals, and 241 letter arrange... How many license plates can be made if each should have 3 letters of the English alphabet with no le... How many license plates are possible consisting of 4 letters followed by 2 digits, if the first le... how many license plates can be made of the form XX-YYY, where X is a letter of the alphabet, and Y i... How often do license plates need to be renewed in the state/province that you reside? License plates in a particular state display 2 letter followed 4 numbers. How many different license... License plates in a particular state display 2 letters followed by 5 numbers. How many different li...
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use