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

Which figure represents 0.1?

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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