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Since it must be a 5 digit number, range is

the numbers from 20000 to 55555

we will use multiplication rule to figure this out too.

If a number is divible by two, its last(ones place) digit is even. If it

is divisible by 5 its last(ones place) digit is zero or 5.

We don't give a rat's derriere what the other digits are

(for divisibility by two or five)

The number of ways to choose the ten thousands place

digit is 4

the number of ways to choose the thousands place digit

is 5

the number of ways to choose the hundreds place digit

is 5

the number of ways to choose the tens place digit

is 5

The number of ways to choose the ones place digit is

FOUR, since it must be 0,2,4,5 and not 3

use multiplication rule and solution is

4 x 5 x 5 x 5 x 4 = 2000

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Q: How many five digit numbers can be formed from the digits 0234 and 5 when repetition is allowed such the number formed is divisible by 2 or 5 or both?
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