To use this chart, start by printing it out and keeping it handy while you're working with decimal numbers. When you're given a number to work with, look at the digits after the decimal point and use the chart to determine the place value of each digit.
For example, if you're given the number 3.752, you can use the chart to see that the 7 is in the tenths place, the 5 is in the hundredths place, and the 2 is in the thousandths place. This tells you that the number 3.752 can be expressed as:

3 + 7/10 + 5/100 + 2/1000
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By using the decimal values chart, you can break down complex decimal numbers into smaller, more manageable parts. This can help you to better understand how decimals work, and can make it easier to perform calculations and solve problems involving decimal numbers.

1. Practice, practice, practice: Like any skill, practice is key to mastering decimal place values. Work with a variety of decimal numbers, and break them down into their respective place values.
2. Use visual aids: Create or find a decimal place value chart to help visualize the position of each digit relative to the decimal point. This can be a helpful reference tool when working with decimal numbers.
3. Understand the relationship between fractions and decimals: Recognize that decimals are a way to represent fractions with denominators that are powers of 10 (e.g., 1/10, 1/100, 1/1000). Understanding this relationship can help solidify your grasp of decimal place values.
4. Apply real-life scenarios: Practice using decimal place values in real-life situations, such as calculating discounts, measuring distances, or converting units. This will help reinforce the importance and practicality of understanding decimal place values.
5. Use online resources: Leverage online tools, games, and tutorials to help improve your understanding of decimal place values. Many websites offer interactive exercises that can make learning and practicing more engaging and enjoyable.
6. Teach others: Teaching a concept to someone else can help solidify your understanding of that concept. Try explaining decimal place values to a friend or family member, and help them work through examples to ensure you have a strong grasp of the subject.
7. Be patient: Mastering decimal place values can be challenging, especially if you're new to the concept or if you struggle with math in general. Be patient with yourself, and don't be afraid to ask for help from teachers, tutors, or peers.

Understanding decimal place values is an essential skill for anyone looking to improve their mathematical abilities. By practicing regularly, using visual aids, applying real-life scenarios, and leveraging online resources, you can build a strong foundation in decimal place values and enhance your overall math skills. Remember to be patient with yourself, and never hesitate to seek help when needed. With dedication and persistence, you'll be well on your way to mastering decimal place values and tackling more complex mathematical challenges.

​Example 1: Write the digit in the hundredths place for the given number: 39.546
Solution: If we refer to the decimal place value chart, we can see the place value of all the numbers. The decimal chart shows that 3 comes under the tens place, 9 comes under the ones place, 5 comes under the tenths place, 4 comes under the hundredths place, and 6 comes under the thousandths place. Therefore, the digit in the hundredths place is 4.

Example 2: Write the digit in the tenths place for the given number: 0.062
Solution: The decimal chart shows that 0 comes under the ones place, 0 comes under the tenths place, 6 comes under the hundredths place, and 2 comes under the thousandths place. Therefore, the digit in the tenths place is 0.

Example 3: Write the digit in the thousandths place for the given number: 2.3456
Solution: The decimal chart shows that 2 comes under the ones place, 3 comes under the tenths place, 4 comes under the hundredths place, 5 comes under the thousandths place, and 6 comes under the ten thousandths place. Therefore, the digit in the thousandths place is 5.

Example 4: Write the digit in the ones place for the given number: 157.82
Solution: The decimal chart shows that 1 comes under the hundreds place, 5 comes under the tens place, 7 comes under the ones place, 8 comes under the tenths place, and 2 comes under the hundredths place. Therefore, the digit in the ones place is 7.

Example 5: Write the digit in the tens place for the given number: 73.964
Solution: The decimal chart shows that 7 comes under the tens place, 3 comes under the ones place, 9 comes under the tenths place, 6 comes under the hundredths place, and 4 comes under the thousandths place. Therefore, the digit in the tens place is 7.