How many three digit numbers have only even digits?

Question

terenzreignz · Answer

It's all about choice :)
Do you consider 0 an even digit?

anonymous · Answer

ummm..i guess yhu can

terenzreignz · Answer

It's just multiplying the number of choices you have with each other...
Ok, how many choices do you have for the first (hundreds) digit?

terenzreignz · Answer

Knowing that there are 5 even digits {0,2,4,6,8}

anonymous · Answer

idk..lol :) i dnt like these problems..im, confused

terenzreignz · Answer

Ok, while it might seem like you have five choices for your first digit, you actually only have four. :P

That's because 0 cannot be your first digit, otherwise, you get a two-digit number.
So you have 4 choices for your first digit, how about the second?

anonymous · Answer

half of them

anonymous · Answer

what you mean half

anonymous · Answer

i was wrong, i thought it said "even"

anonymous · Answer

you have a three digit number 
and you want only even digits in the entire number right? like $264$ use the counting principle

anonymous · Answer

4 possibility for the first digit $\{2,4,6,8\}$ then for the second digit you have possibilities since you can also have zero, and for third digit you have also 5 choices 
multiply the number of choices together

anonymous · Answer

so the answer is 264