My tens digit is 6, my hundreds digit is 9, and my units digit is 1 - Which number am I?
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My tens digit is 6, my hundreds digit is 9, and my units digit is 1 - Which number am I?
To determine the three-digit number, we need to construct it based on given digit positions:
Aligning these digits correctly forms the number:
Therefore, the number is .
What number do the blue squares below represent?
Think of a three-digit number as having three boxes: [hundreds][tens][units]. Put each digit in its named position: hundreds digit in the left box, tens in middle, units on the right.
The digit value is the number itself (like 6), but place value tells you its position and worth. The digit 6 in the tens place is worth 60, not just 6!
Start from the right and count: units (ones), tens, hundreds. The units place is always the rightmost digit in any whole number.
No! If the hundreds digit is 0, it's actually a two-digit number. For example, 061 is really just 61. Three-digit numbers always have digits 1-9 in the hundreds place.
You'll get a completely different number! For this problem, mixing them up would give you 916 instead of 961. Always double-check by reading your answer aloud: 'nine hundred sixty-one.'
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