A license plate is designed so that the first two characters are letters and the last four characters are digits (0 through 9)

Question

3 years ago

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A license plate is designed so that the first two characters are letters and the last four characters are digits (0 through 9)

. How many different license plates can be formed assuming that letters and numbers can be used more than once? The number of different license plates that can be formed is nothing.

Mathematics

1 answer:

vagabundo [1.1K] · Answer 1 · 2021-11-13T20:41:01+03:00

Answer: 6760000

Step-by-step explanation:

Given : A license plate is designed so that the first two characters are letters and the last four characters are digits (0 through 9).

We know that ,

Number of choice for letters : 26

Number of choices for numbers : 10

Now, the number of different license plates can be formed is repetition of letters is allowed :-

$26\times26\times10\times10\times10\times10\\\\=6760000$

∴The number of different license plates that can be formed is 6760000 .

A license plate is designed so that the first two characters are letters and the last four characters are digits​ (0 through​ 9)

A license plate is designed so that the first two characters are letters and the last four characters are digits (0 through 9)