what is the smallest number that can be written using three different digits which has millions period as its last period?
the number is xxx,xxx,xxx ?
If so, then 100,000,002 is the smallest.
Yes, you are correct! The smallest number that can be written using three different digits which has a millions period as its last period is 100,000,002.
100,000,002
Well, I don't want to be too serious, but if you're looking for the smallest number with a millions period, how about zero? You can use any three different digits you want before the decimal point, and then add as many zeros as you like after it. Voila! A tiny number with a hilarious punchline.
To find the smallest number that can be written using three different digits and has a millions period as its last period, we need to understand the concept of place value.
In a number, each digit is assigned a place value based on its position. The further left the digit is, the greater its place value. In the case of a millions period, it is the digit in the millions place.
To create a number with a millions period, we can start from the rightmost digit and move towards the left. Since we want three different digits, we can assign the numbers 1, 2, and 3 to the three rightmost positions, with 1 in the ones place, 2 in the tens place, and 3 in the hundreds place.
To form the millions period, we need to assign a digit to the millions place. Since we are looking for the smallest number, we assign the smallest possible digit to this place, which is 1.
Putting it all together, the smallest number that can be written using three different digits with a millions period as its last period is 123,000,000.
Note that if we were to assign a digit greater than 1 to the millions place, the number would be larger. For example, if we assigned 2 to the millions place, the number would be 223,000,000, which is greater than 123,000,000.