i am a six digit number less than 300,000. i have the same digit in my greatest and least place value. i am an even number. i have value of 90,000. the rest of my digits represent the smallest whole number. what number am I?
I don't understand this statement: "i have value of 90,000. "
Am I missing something?
I have a value of 90000 is what she has on the paper. I was thinking it was a typo, so I decided to do more research.
To find the answer, we need to break down the given information and gather the necessary clues.
1. You are a six-digit number less than 300,000. This means the number must be between 100,000 and 299,999.
2. You have the same digit in your greatest and least place value. This implies the sixth digit (ones place) and the first digit (hundred thousands place) are the same.
3. You are an even number. Since the number has the same digit in the ones place and hundred thousands place, the digit must be even. The only even digits are 0, 2, 4, 6, and 8.
4. You have a value of 90,000. This information tells us that the digit in the hundred thousands place must be 9.
Given these clues, we can deduce that the number is 90,000 + the smallest whole number where the digit in the ones place is the same as in the hundred thousands place.
Therefore, the number is 90,009.