How many license plates can be made which have the form ##LLL?

1,757,600

175,600

3,840,500

2,947,000

Question

How many license plates can be made which have the form ##LLL?

      
1,757,600

      
175,600

      
3,840,500

      
2,947,000

chrisasl · Answer

With this plate: 99AAA being a legal (acceptable) one
there are 9*9*26*26*26 = 1423656

anonymous · Answer

I don't want to know how u even computed that... I don't know how to solve this.

inkyvoyd · Answer

Ok.

inkyvoyd · Answer

Three numbers. Three letters.

chrisasl · Answer

There are 9 numbers { 1,2,3,4,5,6,7,8,9 } so 9 choices..
So 9 * 9..

And there are 26 letters in the alphabet..so 26 choices for each letter.
26 * 26 * 26 choices for the 3 letters.

All in all there are 9*9*26*26*26 = 1423656

anonymous · Answer

my god my brain hurts. Somone please just tell me how to solve this.

chrisasl · Answer

Why do you even not want to know how I solved it?

Can't you understand it the way I explained it?

anonymous · Answer

Not in th slightest.

anonymous · Answer

100 * 26³ = ..

chrisasl · Answer

@Chlorophyll, why the 100? 

@BazBendell: Which part you don't understand? Did you got the numbers?

anonymous · Answer

I dont understand any of it...

anonymous · Answer

Chloro's answer gave 1,757,600

anonymous · Answer

Ten digits 0 - 9
-> 10 * 10 = 100

chrisasl · Answer

Correct! there's another digit too :P the "0"..I am glad the solution was correct