deborahkellogg deborahkellogg
  • 03-08-2016
  • Mathematics
contestada

An ID code consists of 4 different letters and 3 different digits. How many codes are possible if the letters must be kept together

Respuesta :

caylus
caylus caylus
  • 03-08-2016
Hello,

4 different letters and 3 different digits

X represent a letter
- represent a digit
All letters must be kept together:
4 possiblities
XXXX---
-XXXX--
--XXXX-
---XXXX

There are 26 letters.
For each possiblity:
26 choices for the 1 letter
25 choices for the 2 letter
24 choices for the 3 letter
23 choices for the 4 letter

There are 10 digits:
10 choices for the 1 digit
 9 choices for the 2 digit
 8 choices for the 3 digit

Numbers of codes: 4*26*25*24*23*10*9*8=1033344000.












Answer Link

Otras preguntas

Why is the probability that an offspring will have round seeds 50%
-3/4v=6 solve for v
which which value is not located between square root 9/3 2n
Which landmark Supreme Court case outcome sided with the U.S. government concerning the constitutionality of Executive Order 9066, which ordered Japanese Americ
What is the rising action of The Maze Runner rating 5 stars... Your welcome.
What is the difference of: (-3.4x+4.7)-(3+2.9x)
What is the value of 4⋅(2^2+5)^2÷3−1? 58 104 162 107 ( I know this is easy, but for real I keep getting anything but these)
How did the geography of the 13 colonies affect it’s economic structure
In what way did the Treaty of Versailles (which ended WW1) help lead to WW2?
plz help..WILL GIVE BRAINIEST IF RIGHT !! At the Paris Peace Conference, President Wilson argued that Germany should be rebuilt with the help of the Allies. tr