Find the Hundredths: Analyzing the Decimal Number 6.23

Q: What's the difference between tenths and hundredths?

Great question! Tenths are the first digit after the decimal (like 0.2 = 2 tenths), while hundredths are the second digit (like 0.23 = 3 hundredths). Think of it as getting more precise as you move right!

Q: Why is the answer 3 and not 23?

The question asks for the number of hundredths, which means just the digit in the hundredths place. In $ 6.23 $, that's the 3. The 23 together would represent twenty-three hundredths total.

Q: How do I remember which position is which?

Try this memory trick: T-H (Tenths-Hundredths) goes left to right after the decimal point. Or think: tenths are bigger than hundredths, so tenths come first!

Q: Can the hundredths digit be zero?

Absolutely! In a number like $ 4.20 $, there are 0 hundredths. Zero is a perfectly valid digit that shows there are no hundredths in that decimal number.

Decimal Place Values with Hundredths Position

Determine the number of hundredths in the following number:

6.23

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Step-by-step video solution

Watch the teacher solve the problem with clear explanations

00:00 Find the number of hundreds

00:02 The number of hundreds equals the second digit after the decimal point

00:05 This is the solution to the question

Step-by-step written solution

Follow each step carefully to understand the complete solution

Understand the problem

Determine the number of hundredths in the following number:

6.23

Step-by-step solution

To solve this problem, we need to determine the number of hundredths represented in the decimal number $6.23$ .

Step 1: Analyze the decimal place values in the number $6.23$ . In any decimal number, the digits to the right of the decimal point indicate fractional parts of powers of ten.
Step 2: Consider the decimal structure: - The digit immediately after the decimal point (2 in 6.23) represents the number of tenths. - The second digit after the decimal point (3 in 6.23) represents the number of hundredths.
Step 3: Therefore, the number of hundredths in $6.23$ is simply the digit in the hundredths place, which is 3.

Thus, the solution to the problem is $3$ .

Final Answer

Key Points to Remember

Essential concepts to master this topic

Place Value Rule: Second digit after decimal point represents hundredths
Identification: In 6.23, locate position two places right of decimal
Verification: Count decimal places: first is tenths, second is hundredths ✓

Common Mistakes

Avoid these frequent errors

Confusing tenths and hundredths positions
Don't count the digit in the tenths place (2 in 6.23) as hundredths = wrong answer of 2! This mixes up the first and second decimal positions. Always remember: first position after decimal is tenths, second position is hundredths.

Practice Quiz

Test your knowledge with interactive questions

Determine the numerical value of the shaded area:

FAQ

Everything you need to know about this question

What's the difference between tenths and hundredths?

Great question! Tenths are the first digit after the decimal (like 0.2 = 2 tenths), while hundredths are the second digit (like 0.23 = 3 hundredths). Think of it as getting more precise as you move right!

Why is the answer 3 and not 23?

The question asks for the number of hundredths, which means just the digit in the hundredths place. In $6.23$ , that's the 3. The 23 together would represent twenty-three hundredths total.

How do I remember which position is which?

Try this memory trick: T-H (Tenths-Hundredths) goes left to right after the decimal point. Or think: tenths are bigger than hundredths, so tenths come first!

What if there are more digits after the decimal?

No problem! Just keep counting positions:

1st position = tenths
2nd position = hundredths
3rd position = thousandths

The hundredths place is always the second digit after the decimal point.

Can the hundredths digit be zero?

Absolutely! In a number like $4.20$ , there are 0 hundredths. Zero is a perfectly valid digit that shows there are no hundredths in that decimal number.

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