Which number(s) has a hundreds digit of 5 and a units digit of 7?
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Which number(s) has a hundreds digit of 5 and a units digit of 7?
To solve this problem, we'll follow these steps:
Here are the given numbers:
Now, let's identify which numbers meet the criteria:
- has a hundreds digit of 5 and a units digit of 7, so it meets the criteria.
- also has a hundreds digit of 5 and a units digit of 7, meeting the criteria.
- does not meet the criteria because its units digit is 0.
Therefore, both numbers and meet the condition. According to the choices given:
The correct answer is: Equations (a) and (b) are correct.
Equations (a) and (b) are correct.
What number do the blue squares below represent?
Start from the right side and count: units (ones), tens, hundreds. Think of it as 1-2-3 from right to left. For 587: 7 is position 1 (units), 8 is position 2 (tens), 5 is position 3 (hundreds).
Both numbers have exactly what we need: a 5 in the hundreds place and a 7 in the units place. The tens digit can be anything - it doesn't matter for this problem!
Numbers with fewer than 3 digits don't have a hundreds place! For example, 57 only has tens and units places, so it can't have a hundreds digit of 5.
Absolutely! The position determines the place value. and have the same digits but different place values. Position matters more than the actual digits!
Write the number with place value labels underneath:
This makes it easy to see which digit is in which place!
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