The product of my digits is 10. I'm an even number who am I?

To find the number, we need to look for an even number whose digits multiply to give 10. Let's list the possible numbers and check:

1. The number 10 has digits 1 and 0. However, their product is 0, not 10, so 10 is not the correct number.

2. The number 20 has digits 2 and 0. Their product is 0, not 10, so 20 is also not the correct number.

3. The number 40 has digits 4 and 0. Their product is 0, not 10, so 40 is not the correct number.

4. The number 52 has digits 5 and 2. Their product is 10, so 52 is the correct number.

Therefore, the number you are looking for is 52.

To find the answer to this question, we need to consider all the even numbers whose digits multiply to give 10.

The possible combinations are:
1. 2 × 5 = 10
2. 5 × 2 = 10

Therefore, the two possible numbers are 25 and 52.

So, the answer is either 25 or 52.

152.

1*5=5
5*2=10.
And it is an even number.