Choose a number where the number 8 represents the tens of thousands digit.
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Choose a number where the number 8 represents the tens of thousands digit.
To solve this problem, we need to identify the number with 8 as the tens of thousands digit. Let's follow these steps:
Let's analyze each provided option:
Based on our analysis, the number has an 8 in the tens of thousands place. Thus, the correct answer to the problem is .
If you use all of the units shown below and place them in the table, then what number do they make?
Write the values in the place value chart and convert into a number.
Think of it like this: ones, tens, hundreds, thousands, ten-thousands. Count on your fingers starting from the right! The ten-thousands place is always the 5th digit from the right.
If a number has fewer than 5 digits, it doesn't have a ten-thousands place. For example, 8,432 only goes up to the thousands place, so 8 is in the thousands position, not ten-thousands.
In , the 8 is in position 5 from the right (ten-thousands). In , the first 8 is only in position 4 from the right (thousands place). Position matters!
Yes! Any 5-digit number starting with 8 works: , , , etc. The key is having 8 in that fifth position from the right.
Use the comma trick! In , everything before the first comma from the right is in the thousands or higher. The 8 comes before the comma, so it's in ten-thousands place.
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