Identify which of the following numbers has
a: identical ones and tenths digits
b: identical tens and hundredths digits
c: identical hundreds and thousandths digits
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Identify which of the following numbers has
a: identical ones and tenths digits
b: identical tens and hundredths digits
c: identical hundreds and thousandths digits
To solve this problem, let's analyze each of the provided options to find the number that satisfies the criteria:
Option 1:
- Ones digit: , Tenths digit: - Tens digit: , Hundredths digit: - Hundreds digit: , Thousandths digit: - Conditions: This number has identical tens and hundredths digits () but not the other two conditions.
Option 2:
- Ones digit: , Tenths digit: - Tens digit: , Hundredths digit: - Hundreds digit: , Thousandths digit: - Conditions: Does not satisfy all conditions as none of the digit pairs are identical.
Option 3:
- Ones digit: , Tenths digit: - Tens digit: , Hundredths digit: - Hundreds digit: , Thousandths digit: - Conditions: Identical tens and hundredths digits (); Meets second given condition.
Option 4: (interpreted as 354.354)
- Ones digit: , Tenths digit: - Tens digit: , Hundredths digit: - Hundreds digit: , Thousandths digit: - Conditions: Identical tens and hundredths digits (); but others unfulfilled.
After reviewing these options, we conclude that Option 3 has the correct correspondence in tens () and hundredths digits across the three conditions. The other two tests are not met for more but the reference primarily emphasizes identical pairs in possible roles.
Therefore, the final correct number, which satisfies the given condition, is:
354.453
354.453
Determine the numerical value of the shaded area:
Use the decimal point as your anchor! Moving left from the decimal: ones, tens, hundreds. Moving right from the decimal: tenths, hundredths, thousandths. The 'ths' ending means it's after the decimal point.
The question asks for a number that has identical tens and hundredths digits. In 354.453, the tens digit is 5 and the hundredths digit is 5, so they match! The ones (4) and tenths (4) also happen to match.
Tens is two places left of the decimal (worth 10 each). Tenths is one place right of the decimal (worth 0.1 each). In 354.453: tens = 5, tenths = 4.
Yes! You need to find the number that satisfies at least one of the three conditions. Check each condition (a, b, c) for every answer choice to find which number works.
That's even better! A number can satisfy multiple conditions. The key is finding at least one match. In this problem, we're looking for the number that best fits the given criteria.
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