Choose a number whose units digit is larger by 3 than its hundredths digit.
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Choose a number whose units digit is larger by 3 than its hundredths digit.
To solve this problem, we need to evaluate each given number to ensure the units digit is 3 more than the hundredths digit:
Let's analyze the possible answer choices:
- Hundredths digit:
- Units digit:
Check condition: (units) is indeed 3 more than (hundredths). This option satisfies the condition.
- Hundredths digit:
- Units digit:
Check condition: is not 3 more than . This option does not satisfy the condition.
- Hundredths digit:
- Units digit:
Check condition: (units) is not 3 more than (hundredths). This option does not satisfy the condition.
- Hundredths digit:
- Units digit:
Check condition: (units) is 4 more than (hundredths), not 3. This option does not satisfy the condition.
Therefore, the solution to the problem is .
What number do the blue squares below represent?
In whole numbers, the hundredths digit is actually the hundreds place - the leftmost digit! So in 508, the hundreds digit is 5, tens is 0, and units is 8.
Think left to right: hundreds, tens, units. Or remember big to small - hundreds are bigger than tens, tens are bigger than units!
Then that number doesn't work! The units digit must be exactly 3 more than the hundreds digit. Like in 125: , not 3, so it's wrong.
Yes! Like in 623: hundreds digit is 6, units is 3. But , which means the units digit is smaller by 3, not larger by 3.
Write the number clearly and label each digit: 508 becomes H=5, T=0, U=8. Then check: is U exactly 3 more than H? ✓
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