Given numbers 2, 5, 6, 7, 9. Find the number of ways of arranging a five digit even number from the given numbers?

If we assume replacement then we would have 5 choices for the 1-4 digit and then 2 choices (2 and 6) for the 5th digit. So, by the counting principle,

5*5*5*5*2=1250.

Is this correct?