Writing numbers in decimal format provides us we a quick way to write a fraction and mixed number value that are based on powers of ten. If a number has a decimal point the number to the left are whole numbers and the numbers to the right indicate values that are less than one. The first digit to the right of the decimal point indicates the number of tenths. The second trailing digit indicates the number of hundredths. If a third digit trails them, it is the value of thousandths. Place value notation is a positional system where each successive value is different a power of ten. In the decimal (base ten) system each place value differs by a power of ten. Standard place value jumps can be display as ten to an exponential power. As you go up in place value, the exponent to the power of ten grows. As you move to the right of the decimal point you move into decimal country. Decimals are noted as powers of ten with a negative value.
These worksheets explain how to identify the value of a number in a specified place within a decimal and convert fractions into decimals. You well learn how to not the exact value of each place. We will also work up to transferring these values into other forms of notation like fractions and percentages. We will expand to indicate values on a rang of thousands t thousandths. This is a big section make sure to take the quiz when you feel you have a good handle on what was covered.
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Decimal Place Value Worksheets
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A decimal value is a numeric string of one or more digits that have one decimal
anywhere in the value. The above figure shows the place of any digit in a number with their position.
In the above problem the number 8 represents the units place.
To find place for 865 at hundred-thousandths position, we will divide the number by
hundred- thousand.
The concept of how to find a number or a percentage to answer a question is reviewed. A sample problem is solved and six practice problems are provided.
This is excellent for working on a review and looking at it for the first time. Three problems are provided, and space is included for students to copy the correct answer when given.
Write the value of the underlined digit. First, we separate the numbers into tenths, hundredths and thousandths. Decimal numbers, such as 0.6495, have four digits after the decimal point. Each
digit is a different place value.
A checking for understanding worksheet. Three problems are provided, and space is included for students to copy the correct answer when given.
What are Decimal Place Values?
You can find the first digit after the decimal in the tenths place. You can find a hundredth's place by viewing the next digit after the decimal. You fill the rest of the digits in the place values until there are an empty space remain instead of digits.
The value that depends upon its exact position in the digit, you will call its place value. For instance, find the place value of the digit 8 in the number 1873 is 800 as 8 is in the hundreds place.
Th
Hund
Tens
Ones
1
8
7
3
8 hundreds = 8 × 100 = 800. To find the decimal place value, you need to explore the place values of the digits in a decimal number.
Here the first part is the whole number part; the decimal is in the center and a fractional part. Find the place value of the value 3 and 8 in the number 436.871. Go through the number's distribution below:
Hundreds
Tens
Ones
Tenths
Hundredths
Thousandths
4
3
6
.
8
7
1
Check where the given digit exists and find its place value.
The digit 3 is in the tens place. It means its place value is 2 tens or 20.
The digit 8 is in the tenths place. It means its place value is 8 tenths or 0.8.