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?
From your data, I don't understand. How can a six-digit number have a value of 90,000? Is there some typo?
7+7
No there
To find the answer, let's break down the given information:
1. The number is less than 300,000: This means it falls within the range of 100,000 to 299,999.
2. The number has the same digit in the greatest and least place value: This tells us that the number's first and last digits are the same.
3. The number is even: Since the question mentions that the number has a value of 90,000 and is even, we know that the number ends with "0" because only even numbers are divisible by 2.
4. The rest of the digits represent the smallest whole number: The question states that the remaining digits represent the smallest whole number, which is 1.
Given all this information, we can conclude that the number is 190,000.
Explanation:
When considering the range (100,000 to 299,999) and the fact that the number ends with "0," there are only two possible numbers: 100,000 and 190,000. However, since the question states that the number has the same digit in the greatest and least place value, we can eliminate 100,000 as it doesn't satisfy this condition. Therefore, the correct answer is 190,000.