Decimal Review Worksheets Grade 6
Decimal Review Worksheets for Grade 6 are a valuable tool for students looking to strengthen their understanding of decimal concepts. These worksheets provide a range of practice exercises that focus on key topics such as place value, comparing and ordering decimals, performing operations with decimals, and solving real-life word problems involving decimals. Designed specifically for sixth-grade students, these worksheets offer a comprehensive and focused approach to mastering decimal skills.
Table of Images 👆
Standard Form Place Value Worksheets
Negative Numbers Worksheets
6th Grade Math Worksheets Multiplication Printable
3rd Grade Math Word Problems Worksheets
Multiplying Fractions Worksheets
Equivalent Fractions Math Aids Worksheets
Equivalent Fractions Math Aids Worksheets
Equivalent Fractions Math Aids Worksheets
Equivalent Fractions Math Aids Worksheets
Equivalent Fractions Math Aids Worksheets
Equivalent Fractions Math Aids Worksheets
Equivalent Fractions Math Aids Worksheets
Equivalent Fractions Math Aids Worksheets
More Other Worksheets
Kindergarten Worksheet My RoomSpanish Verb Worksheets
Cooking Vocabulary Worksheet
DNA Code Worksheet
Meiosis Worksheet Answer Key
Art Handouts and Worksheets
7 Elements of Art Worksheets
All Amendment Worksheet
Symmetry Art Worksheets
Daily Meal Planning Worksheet
What is a decimal number?
A decimal number is a number that is expressed in the base-ten numerical system, where each digit is positioned to the left or right of a decimal point. The decimal point separates the whole number part from the fractional part, allowing for numbers to be represented with a combination of whole numbers and fractions.
How is a decimal number different from a whole number?
A decimal number is a number that includes a decimal point, allowing for values between whole numbers to be represented. In contrast, a whole number is a number without any fractions or decimal points, representing a complete quantity or count without any parts or fractions.
What is the place value of a digit in a decimal number?
The place value of a digit in a decimal number is determined by its position from the decimal point. Moving to the left of the decimal point, each place value increases by a factor of 10. For example, the digit to the right of the decimal point is in the tenths place, the next digit to the right is in the hundredths place, and so on.
How do you read a decimal number orally?
To read a decimal number orally, you typically say each digit individually. For example, the decimal number 3.14 is read as "three point one four." The whole number part is read as a regular number, followed by the word "point" to indicate the decimal point, and then each decimal digit is read individually.
What does it mean to round a decimal number to a given place value?
Rounding a decimal number to a given place value involves approximating the number to a desired digit or decimal place. This is usually done by looking at the digit to the right of the desired place value; if it is 5 or greater, the digit in the desired place is increased by 1, and all digits to the right are dropped. If it is less than 5, the digit in the desired place remains the same, and all digits to the right are dropped. This helps simplify and approximate decimal numbers to a specified level of precision.
How do you compare two decimal numbers?
To compare two decimal numbers, you look at the digits from left to right starting with the whole numbers. If the whole numbers are different, the number with the larger whole number is greater. If the whole numbers are the same, you move on to the decimal places. Compare the digits in the tenths place, hundredths place, and so on until you find a point where the digits are different. The number with the larger digit at that point is greater. If all digits are the same up to the last decimal place, then the numbers are equal.
How do you order decimal numbers from least to greatest?
To order decimal numbers from least to greatest, start by arranging them based on their whole number part. If the whole numbers are the same, compare the decimal parts by looking at the first digit after the decimal point and moving from left to right. Arrange the decimals in ascending order based on the value of the digits after the decimal point. If needed, add zeros to make the decimals have the same number of decimal places for easier comparison. This way, you can organize the decimal numbers from least to greatest.
How do you add and subtract decimal numbers?
To add and subtract decimal numbers, align the decimal points in the numbers being operated on and then carry out the addition or subtraction as usual. If the numbers do not have the same number of decimal places, add zeros to make them match. Keep the decimal point in the same position in the result as it was in the original numbers.
How do you multiply a decimal number by a whole number?
To multiply a decimal number by a whole number, you simply multiply the whole number by the decimal number as if it were a whole number. After multiplying, count the total number of decimal places in both the factors and place the decimal point in the product to have the same total number of decimal places. If one factor is an integer, treat it as if it has a decimal point at the end to help keep track of decimal places.
How do you divide a decimal number by a whole number?
To divide a decimal number by a whole number, you can simply perform the division as you normally would with whole numbers. Just remember to align the decimal point of the dividend and divide as usual. If the decimal point in the dividend is not directly above a decimal in the divisor, add zeros to the right of the dividend as needed. Afterwards, you can perform the division as you would with whole numbers, bringing the decimal point straight up into the quotient.
Have something to share?
Who is Worksheeto?
At Worksheeto, we are committed to delivering an extensive and varied portfolio of superior quality worksheets, designed to address the educational demands of students, educators, and parents.
Comments