Choose a number less than 70,000 with a thousands digit of 4.
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Choose a number less than 70,000 with a thousands digit of 4.
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: Review the thousands digits:
- Option 1: has a thousands digit of 4.
- Option 2: has a thousands digit of 8.
- Option 3: has a thousands digit of 5.
- Option 4: has a thousands digit of 2.
Step 2: Confirm that the number is less than 70,000:
- is indeed less than 70,000.
Therefore, the solution to the problem is .
What number do the units shown below represent?
Write the units in the place value chart and convert into a number.
Count from the right side of the number! Position 1 = ones, position 2 = tens, position 3 = hundreds, position 4 = thousands. The thousands place is always the 4th digit from the right.
Numbers with fewer than 4 digits don't have a thousands place! For example, 349 only goes up to hundreds place. You need at least 4 digits to have a thousands place.
Look carefully at the position! In , the 4 is in the thousands place, but 84,001 > 70,000. We need both conditions: 4 in thousands place and less than 70,000.
Look at the ten-thousands digit (leftmost digit in 5-digit numbers). If it's 6 or less, the number is definitely under 70,000. If it's 7 or more, check more carefully.
In , the thousands digit is 2. In , the thousands digit is 4. Only the second one meets our requirement!
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