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/Home/Mathematics/Arithmetic/Decimals & Place Value FREE DECIMAL ARITHMETIC WORKSHEETS FROM S&S SOFTWARE Votes:0 Free Decimal Arithmetic Worksheets from S&S Software Shortcuts to: Home Products Documentation Free Demos Registration Order Info Free Worksheets Free Fact Pages Beta Testing OurAwards Links About Us Contact Us Services E-Mail Support S&S Software is pleased to bring you free decimal worksheets and solution pages. These arithmetic problems are generated by the same arithmetic engine that drives our Math Skill Builders series. Feel free to print and use the sample worksheets at home or school. We update these pages weekly. Bookmark this site and come back each week to get new arithmetic problems. Choose an operation for printing decimal worksheets and solution pages: Addition Subtraction Multiplication Division Make your own unique worksheets, whenever you want, with Decimal Worksheet Gener Read More Go to Site Rick's Math Web: Place Values Votes:0 Determining the Place Values of Numbers NOTE: to teach place values, a learner MUST KNOW how to count, recognize and know printed numbers. It's also important that the learner know how to count by groups of "tens" to 100 or more. If the learner does not know how to do this, please stop and go HERE . Helping learners understand place values is an important step in learning math. Whenever a number is present, place values are present. For example, the whole number 7654321 has seven different values in seven different places or positions in the number. ... 765432 1 , there is a 1 (value) in the ones (1) place. ... 76543 2 1 a 2 (value) in the tens (10) place. ... 7654 3 21 a 3 (value) in the hundreds (100) place. ... 765 4 321 a 4 (value) in the thousands (1000) place. ... 76 5 4321 a 5 (valu Read More Go to Site Common Fractions Reduced to Decimals Votes:0 Common Fractions Reduced to Decimals 2nds 4ths 8ths 16ths 32nds 64ths Decimal 1 0.015625 1 2 0.03125 3 0.046875 1 2 4 0.0625 5 0.078125 3 6 0.09375 7 0.109375 1 2 4 8 0.125 9 0.140625 5 10 0.15625 11 0.171875 3 6 12 0.1875 13 0.203125 7 14 0.21875 15 0.234375 1 2 4 8 16 0.25 17 0.265625 9 18 0.28125 19 0.296875 5 10 20 0.3125 21 0.328125 11 22 0.34375 23 0.359375 3 6 12 24 0.375 25 0.390625 13 26 0.40625 27 0.421875 7 14 28 0.4375 29 0.453125 15 30 0.46875 31 0.484375 1 2 4 8 16 32 0.5 2nds 4ths 8ths 16ths 32nds 64ths Decimal 2nds 4ths 8ths 16ths 32nds 64ths Decimal 33 0.515625 17 34 0.53125 35 0.546875 9 18 36 0.5625 37 0.578125 19 38 0.59375 39 0.609375 5 10 20 40 0.625 41 0.640625 21 42 0.65625 43 0.671875 11 22 44 0.6875 45 0.703125 23 46 0.71875 47 0.734375 3 6 12 24 48 0.75 49 0.7656 Read More Go to Site Cut The Knot! Votes:0 Cut The Knot! An interactive column using Java applets by Alex Bogomolny Place Value July 1999 Place value is an important concept that is often misunderstood and sometimes misplaced. The Penguin Dictionary of Mathematics 1989 has no entry for it. The Harper Collins Dictionary of Mathematics (1991) has this: place value, the particular power of the base of a counting system that is represented by a particular position in a PLACE-VALUE NOTATION; for example, units, tens, hundreds, etc. in the decimal system, so that in 5374 the place-value of the 3 is 100. The definition correctly places the concept of place value as an attribute of positional systems , not solely the decimal one. However, the particular example obviously misses the point. Here's an entry from an older (1959) The Dictionary Read More Go to Site Decimals, Whole Numbers, and Exponents Votes:0 Decimals, Whole Numbers, and Exponents Decimal numbers Whole number portion Expanded form of a decimal number Adding decimals Subtracting decimals Comparing decimal numbers Rounding decimal numbers Estimating sums and differences Multiplying decimal numbers Dividing whole numbers, with remainders Dividing whole numbers, with decimal portions Dividing decimals by whole numbers Dividing decimals by decimals Exponents (powers of 2, 3, 4, ...) Factorial notation Square roots Math Contests School League Competitions Contest Problem Books Challenging, fun math practice Educational Software Comprehensive Learning Tools Visit the Math League Decimal Numbers Decimal numbers such as 3.762 are used in situations which call for more precision than whole numbers provide. As with whole numbers, a digit Read More Go to Site Decimals, Whole Numbers, and Exponents Votes:0 Decimals, Whole Numbers, and Exponents Decimal numbers Whole number portion Expanded form of a decimal number Adding decimals Subtracting decimals Comparing decimal numbers Rounding decimal numbers Estimating sums and differences Multiplying decimal numbers Dividing whole numbers, with remainders Dividing whole numbers, with decimal portions Dividing decimals by whole numbers Dividing decimals by decimals Exponents (powers of 2, 3, 4, ...) Factorial notation Square roots Math Contests School League Competitions Contest Problem Books Challenging, fun math practice Educational Software Comprehensive Learning Tools Visit the Math League Decimal Numbers Decimal numbers such as 3.762 are used in situations which call for more precision than whole numbers provide. As with whole numbers, a digit Read More Go to Site Fraction to Decimal Conversion Votes:0 Fraction to Decimal Conversion Fraction to Decimal Conversion Tables Important Note: any span of numbers that is underlined signifies that those numbes are repeated. For example, 0. 09 signifies 0.090909.... Only fractions in lowest terms are listed. For instance, to find 2/8, first simplify it to 1/4 then search for it in the table below. fraction = decimal 1/1 = 1 1/2 = 0.5 1/3 = 0. 3 2/3 = 0. 6 1/4 = 0.25 3/4 = 0.75 1/5 = 0.2 2/5 = 0.4 3/5 = 0.6 4/5 = 0.8 1/6 = 0.1 6 5/6 = 0.8 3 1/7 = 0. 142857 2/7 = 0. 285714 3/7 = 0. 428571 4/7 = 0. 571428 5/7 = 0. 714285 6/7 = 0. 857142 1/8 = 0.125 3/8 = 0.375 5/8 = 0.625 7/8 = 0.875 1/9 = 0. 1 2/9 = 0. 2 4/9 = 0. 4 5/9 = 0. 5 7/9 = 0. 7 8/9 = 0. 8 1/10 = 0.1 3/10 = 0.3 7/10 = 0.7 9/10 = 0.9 1/11 = 0. 09 2/11 = 0. 18 3/11 = 0. 27 4/11 = 0. 36 5/11 = Read More Go to Site Fractions Votes:0 Fractions Prime numbers Greatest common factor Least common multiple What is a fraction? Equivalent fractions Comparing fractions Converting and reducing fractions Lowest terms Improper fractions Mixed numbers Converting mixed numbers to improper fractions Converting improper fractions to mixed numbers Writing a fraction as a decimal Rounding a fraction to the nearest hundredth Adding and subtracting fractions Adding and subtracting mixed numbers Multiplying fractions and whole numbers Multiplying fractions and fractions Multiplying mixed numbers Reciprocal Dividing fractions Dividing mixed numbers Simplifying complex fractions Repeating decimals Math Contests School League Competitions Contest Problem Books Challenging, fun math practice Educational Software Comprehensive Learning Tools V Read More Go to Site Numbers - Place Value - First Glance Votes:0 Home | Teacher | Parents | Glossary | About Us Email this page to a friend --> © 2000-2005 Math.com. All rights reserved . Please read our Privacy Policy . In our decimal number system, the value of a digit depends on its place, or position, in the number. Each place has a value of 10 times the place to its right. A number in standard form is separated into groups of three digits using commas. Each of these groups is called a period. Click the Start, Stop, and Reset buttons on the digital counter below to understand more about how the place value works. Homework Help | Pre-Algebra | Numbers Email this page to a friend Search Enter your search terms Web Math.com Submit search form Play Sudoku · Place value · Decimal numbers · Estimating and rounding · Adding / subtracting decimals · Multipl Read More Go to Site Place Values Votes:0 Sorted by Grade Level Study Basic Math Skills Unlimited Interactive Practice Explanations and Examples Challenge Games Hundreds of Pages Kindergarten | First | Second | Third | Fourth | Fifth | Sixth | Seventh | Eighth Contact AAAMath Buy the AAAMath CD Sorted by Subject Addition Algebra Comparing Counting Decimals Division Equations Estimation Exponents Fractions Geometry Graphs Measurement Mental Math Money Multiplication Names of Numbers Patterns Percent Place Value Practical Math Properties Proportions Statistics Subtraction Please tell others about this site. Place Value - Table of Contents Place Value - Topics Place Values Return to Top Place Value - Lessons Place Value Illustration Place Values Place Values - 2 digit Numbers Specific Place Values Place Values Place Values Place Valu Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Specific Place Values Numbers, such as 784, have three digits. Each digit is a different place value. The first digit is called the hundred's place. It tells you how many sets of one hundred are in the number. The number 784 had seven hundreds. The middle digit is the ten's place. It tells you that there are 8 tens in addition to the seven hundreds. The last or right digit is the one's place which is 4 in this example. Therefore, there are 7 sets of 100, plus 8 sets of 10, plus 4 ones in the number 784. 7 8 4 | | |__ one's place | |_________ ten's place |________________ hundred's place Return to Top Finding Place Values What is the place value for in the number You have correct and incorr Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Place Values Numbers, such as 784, have three digits. Each digit is a different place value. The first digit is called the hundred's place. It tells you how many sets of one hundred are in the number. The number 784 had seven hundreds. The middle digit is the ten's place. It tells you that there are 8 tens in addition to the seven hundreds. The last or right digit is the one's place which is 4 in this example. Therefore, there are 7 sets of 100, plus 8 sets of 10, plus 4 ones in the number 784. 7 8 4 | | |__ one's place | |_________ ten's place |________________ hundred's place Return to Top Finding Place Values The number has hundreds tens ones You have correct and incorrect. This is perc Read More Go to Site Place Values Votes:0 Place Value Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Place Values of Six Digit Numbers Numbers, such as 495,784, have six digits. Each digit is a different place value. The first digit is called the hundred thousands place. It tells you how many sets of one hundred thousand are in the number. The number 495,784 has four hundred thousands. The second digit is the ten thousands place. In this number there are nine ten thousands in addition to the four hundred thousands. The third digit is the one thousands place which is five in this example. Therefore there are four sets of one hundred thousand, nine sets of ten thousand, and five sets of one thousand in the number 495,784. The fourth digit is called the hundreds place. It tells how many sets Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Identifying Place Value Numbers, such as 6,495,784, have seven digits. Each digit is a different place value. The first digit is called the millions place value. There are six millions in the number 6,495,784. The second digit tells you how many sets of one hundred thousand are in the number. The number 6,495,784 has four hundred thousands. The third digit is the ten thousand's place. There are nine ten thousands in addition to the six millions and four hundred thousands. The fourth digit is the one thousands place which is five in this example. The fifth digit is the hundreds place which is seven in the number 6,495,784. The next digit (8) is the tens place. The last or right digit is the Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Place Value Numbers, such as 6,495,784, have seven digits. Each digit is a different place value. The first digit is called the millions place value. There are six millions in the number 6,495,784. The second digit tells you how many sets of one hundred thousand are in the number. The number 6,495,784 has four hundred thousands. The third digit is the ten thousand's place. There are nine ten thousands in addition to the six millions and four hundred thousands. The fourth digit is the one thousands place which is five in this example. The fifth digit is the hundreds place which is seven in the number 6,495,784. The next digit (8) is the tens place. The last or right digit is the ones place Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Place Values of Decimals Decimal numbers, such as O.6495, have four digits after the decimal point. Each digit is a different place value. The first digit after the decimal point is called the tenths place value. There are six tenths in the number O.6495. The second digit tells you how many hundredths there are in the number. The number O.6495 has four hundredths. The third digit is the thousandths place. The fourth digit is the ten thousandths place which is five in this example. Therefore, there are six tenths, four hundredths, nine thousandths, and five ten thousandths in the number 0.6495. Return to Top Finding Place Values The decimal has tenths hundredths thousandths ten thousandths Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Place Values and Objects Numbers, such as 84, have two digits. Each digit is a different place value. The left digit is the ten's place. It tells you that there are 8 tens. The last or right digit is the one's place which is 4 in this example. Therefore, there are 8 sets of 10, plus 4 ones in the number 84. 8 4 | |__ one's place |_________ ten's place The number 24 could be represented by this table: 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 The tens place value of 2 in the number 24 is due to the presence of two full sets of 10. The ones place value of 4 in the number 24 is due to 4 units that are not included in a full set of 10. Return to Top Finding Place Values En Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Place Values Numbers, such as 84, have two digits. Each digit is a different place value. The left digit is the ten's place. It tells you that there are 8 tens. The last or right digit is the one's place which is 4 in this example. Therefore, there are 8 sets of 10, plus 4 ones in the number 84. 8 4 | |__ one's place |_________ ten's place Return to Top Finding Place Values The number has tens ones You have correct and incorrect. This is percent correct Return to Top Play Game What is it? Best Score How many correct answers can you get in 60 seconds? Extra time is awarded for each correct answer. Play longer by getting more correct. How fast can you get 20 more correct answers than wrong a Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Place Values Numbers, such as 84, have two digits. Each digit is a different place value. The left digit is the ten's place. It tells you that there are 8 tens in the number. The last or right digit is the one's place which is 4 in this example. Therefore, there are 8 sets of 10, plus 4 ones in the number 84. 8 4 | |__ one's place |_________ ten's place Return to Top > Finding Place Values How Many 10's? How Many 1's? You have correct and incorrect. This is percent correct Return to Top Play Game What is it? Best Score How many correct answers can you get in 60 seconds? Extra time is awarded for each correct answer. Play longer by getting more correct. How fast can you get 20 more correct Read More Go to Site Place Values Votes:0 Place Values Learn Practice Play Explore Feedback Previous Lesson Table of Contents Next Lesson &nbsp Place Values of Three Digit Numbers Numbers, such as 784, have three digits. Each digit is a different place value. The first digit is called the hundred's place. It tells you how many sets of one hundred are in the number. The number 784 had seven hundreds. The middle digit is the ten's place. It tells you that there are 8 tens in addition to the seven hundreds. The last or right digit is the one's place which is 4 in this example. Therefore, there are 7 sets of 100, plus 8 sets of 10, plus 4 ones in the number 784. 7 8 4 | | |__ one's place | |_________ ten's place |________________ hundred's place Return to Top > Finding Place Values How Many 100's? How Many 10's? How Many 1's? You have Read More Go to Site Quia - Fraction Decimal Conversion Votes:0 Matching, flashcards, concentration, word search Fraction Decimal Conversion Conversion equivalents for fractions and decimals Tools See a list of terms used in these activities. Matching Flashcards ( Java / non-Java ) Concentration Activity created by: Johnny White This activity was created by a Quia Web subscriber. To learn how to make your own, just like this, click here . Read More Go to Site Teaching Ideas Votes:0 Guided Tour Teaching Ideas News Contribute Your Ideas! NEW Ideas Search for Ideas Questions? Site Map Teaching Forum Top Rated Ideas Join the Mailing List Error - Missing Page Hi! Sorry, but the page you're looking for isn't here. Try looking for it, by using... The Site Map or The Search page . Best wishes, Mark Teaching Ideas Home | FAQ | Site Map | Contribute | Search | Contact | All Content © Mark Warner 2007 Other sites: More Teaching Ideas | Display Photos | Teaching Forum | Welcome to the Web Teaching Ideas is kindly hosted by Read More Go to Site Whole Numbers and Their Basic Properties Votes:0 Whole Numbers and Their Basic Properties Using Whole Numbers Whole numbers Place value Expanded form Ordering Rounding whole numbers Divisibility tests Operations and Their Properties Commutative property of addition and multiplication Associative property Distributive property The zero property of addition The zero property of multiplication Multiplicative identity Order of operations Math Contests School League Competitions Contest Problem Books Challenging, fun math practice Educational Software Comprehensive Learning Tools Visit the Math League Whole Numbers The whole numbers are the counting numbers and 0. The whole numbers are 0, 1, 2, 3, 4, 5, ... Place Value The position, or place , of a digit in a number written in standard form determines the actual value the digit represents. Th Read More Go to Site

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