maths worksheet for class 5 on decimals

$While comparing natural numbers we first compare total number of digits in both the numbers and if they are equal then we compare the digit at the extreme left. If they also equal then we compare the next digit and so on. We follow the same pattern while comparing the$

Comparison of Decimal Fractions | Comparing Decimals Numbers | Decimal

While comparing natural numbers we first compare total number of digits in both the numbers and if they are equal then we compare the digit at the extreme left. If they also equal then we compare the next digit and so on. We follow the same pattern while comparing the

$We will discuss how to express fraction as decimal. Let us consider some of the following examples on expressing a fraction as a decimal. 1. Convert $\frac{4}{5}$ into a decimal.$

Fraction as Decimal | Converting Fractions | Fractions to Decimals Con

We will discuss how to express fraction as decimal. Let us consider some of the following examples on expressing a fraction as a decimal. 1. Convert $\frac{4}{5}$ into a decimal.

$We have already studied about fractions and now we will discuss here about the concept of decimal. Fractions can also be expressed as decimal Fractions.$

Concept of Decimal | Decimal Point | Concept of Decimal System

We have already studied about fractions and now we will discuss here about the concept of decimal. Fractions can also be expressed as decimal Fractions.

$We will learn uses decimals in every day. In daily life we use decimals while dealing with length, weight, money etc. Use of Decimals whole Dealing with Money: 100 paise = 1 rupee We know that one paise in one hundredth of a rupee.$

Uses of Decimals | Decimals In Daily Life | Importance Of Decimals

We will learn uses decimals in every day. In daily life we use decimals while dealing with length, weight, money etc. Use of Decimals whole Dealing with Money: 100 paise = 1 rupee We know that one paise in one hundredth of a rupee.

$We will discuss here about the addition of decimals. Decimals are added in the same way as we add ordinary numbers. We arrange the digits in columns and then add as required. Let us consider some$

Addition of Decimals | How to Add Decimals? | Adding Decimals|Addition

We will discuss here about the addition of decimals. Decimals are added in the same way as we add ordinary numbers. We arrange the digits in columns and then add as required. Let us consider some

$We will discuss here about the subtraction of decimals. Decimals are subtracted in the same way as we subtract ordinary numbers. We arrange the digits in columns$

Subtraction of Decimals | Subtracting Decimals | Decimal Subtraction

We will discuss here about the subtraction of decimals. Decimals are subtracted in the same way as we subtract ordinary numbers. We arrange the digits in columns

$Equivalent decimal fractions are unlike fractions which are equal in value. Numbers obtained by inserting zeros after the extreme right digit in the decimal part of a decimal number are known as equivalent decimals.$

Equivalent Decimal Fractions | Like Decimal Fraction | Unlike Decimal

Equivalent decimal fractions are unlike fractions which are equal in value. Numbers obtained by inserting zeros after the extreme right digit in the decimal part of a decimal number are known as equivalent decimals.

$We will discuss how to express decimal as fraction. Let us consider some of the following examples on expressing a decimal as a fraction. 1. Convert 2.12 into a fraction. Solution: 2.12$

Decimal as Fraction | Convert From a Decimal to a Fraction |Converting

We will discuss how to express decimal as fraction. Let us consider some of the following examples on expressing a decimal as a fraction. 1. Convert 2.12 into a fraction. Solution: 2.12

$Decimal numbers can be expressed in expanded form using the place-value chart. In expanded form of decimal fractions we will learn how to read and write the decimal numbers. Note: When a decimal is missing either in the integral part or decimal part, substitute with 0.$

Expanded form of Decimal Fractions |How to Write a Decimal in Expanded

Decimal numbers can be expressed in expanded form using the place-value chart. In expanded form of decimal fractions we will learn how to read and write the decimal numbers. Note: When a decimal is missing either in the integral part or decimal part, substitute with 0.

$Division of a decimal number by 10, 100 or 1000 can be performed by moving the decimal point to the left by as many places as the number of zeroes in the divisor. The rules of division of decimal fractions by 10, 100, 1000 etc. are discussed here.$

Division of Decimal Fractions | Decimal Point | Division of Decimal

Division of a decimal number by 10, 100 or 1000 can be performed by moving the decimal point to the left by as many places as the number of zeroes in the divisor. The rules of division of decimal fractions by 10, 100, 1000 etc. are discussed here.

$Addition of decimal numbers are similar to addition of whole numbers. We convert them to like decimals and place the numbers vertically one below the other in such a way that the decimal point lies exactly on the vertical line. Add as usual as we learnt in the case of whole$

Addition of Decimal Fractions | Adding with Decimal Fractions|Decimals

Addition of decimal numbers are similar to addition of whole numbers. We convert them to like decimals and place the numbers vertically one below the other in such a way that the decimal point lies exactly on the vertical line. Add as usual as we learnt in the case of whole

$Simplification in decimals can be done with the help of PEMDAS Rule. From the above chart we can observe that first we have to work on "P or Parentheses" and then on "E or Exponents", then from$

Simplification in Decimals |PEMDAS Rule | Examples on Simplification

Simplification in decimals can be done with the help of PEMDAS Rule. From the above chart we can observe that first we have to work on "P or Parentheses" and then on "E or Exponents", then from

$Solve the questions given in the worksheet on decimal word problems at your own space. This worksheet provides a mixture of questions on decimals involving order of operations$

Worksheet on Decimal Word Problems |Prob Involving Order of Operations

Solve the questions given in the worksheet on decimal word problems at your own space. This worksheet provides a mixture of questions on decimals involving order of operations

$Practice the math questions given in the worksheet on dividing decimals. Divide the decimals to find the quotient, same like dividing whole numbers. This worksheet would be really good for the students to practice huge number of decimal division problems.$

Worksheet on Dividing Decimals | Huge Number of Decimal Division Prob

Practice the math questions given in the worksheet on dividing decimals. Divide the decimals to find the quotient, same like dividing whole numbers. This worksheet would be really good for the students to practice huge number of decimal division problems.

$To divide a decimal number by a whole number the division is performed in the same way as in the whole numbers. We first divide the two numbers ignoring the decimal point and then place the decimal point in the quotient in the same position as in the dividend.$

Division of a Decimal by a Whole Number | Rules of Dividing Decimals

To divide a decimal number by a whole number the division is performed in the same way as in the whole numbers. We first divide the two numbers ignoring the decimal point and then place the decimal point in the quotient in the same position as in the dividend.

5th Grade Math Problems From 5th Grade Decimals Worksheet to HOME PAGE

3) Write the following in decimal to fraction – a) 0.56 b) 0.159

4) Write the following in expanded form – a) 31.209, b) 24.56

6) Convert the following decimals into common fraction – a) 0.6 b) 4.25

7) Convert the following fraction into common decimals- a) 9/10 b) 57/3

1) Add the following :

a) 15.98+23.89

b) 38.13+2379

c) 0.89+0.34

2) Write in column form and add :

b) 15.78+13.90

c) 23.78+4.90

3) Subtract the following :

a) 67.90-48.87

b) 19.60-11.90

c) 50.67-39.80

4) Write the column form and subtract :

a) 89.30-56.90

b) 33.89-13.76

5) Multiple the following :

d) 108.70/12

f) 121.908/11

7) True or false:

a) 3.01, 5.90, 17.67 are like decimals.

b) 1.2, 1,20, 12.200 are equivalent decimals

c) 15.76, 25.67,125.76 are like decimals

Answer the following:

1) 111..21+121.21, 151.71+89.91

2) 121.11-111.21, 267.89-178.90

3) 267.89+167.98+45.90

4) 67.90*12, 76*3, 73.987*4

5) 124.60/12, 121.66/11

6) 356.90+90.87+56.13

7) 648.89+90.78+890.90

8) 326.98-126.90-287.90

9) 129.90*78.90

10) 456.90*78.90

1) 67.90*12, 76*3, 73.987*4,98.89*09

2) 456.90*78.90*567.90*56.87

3) 111..21+181.21, 151.71+89.91+98.89

4) 35.987+89.908+68.987+62.892+728.90

5) 638.98-124.89-78.90-76.82-62.90

6) 3456.89+82.90+82.2820+627.89

7) 4528.98+728.289+727.908+72.09

8) 538.627+26.737+7373.929

a) Thirteen hundred = 1300

b) twenty thousand two hundred = 20200

a) 0.8,1.36 = 1.36 is greater than 0.8

b) 8.90,12.60 = 12.60 is greater than 8.90

a) 15.98+23.89 = 39.87

b) 38.13+2379 = 2417.13

c) 0.89+0.34 = 1.23

a) 7.9+1.0 = 8.9

b) 15.78+13.90 = 29.68

c) 23.78+4.90 = 28.68

a) 67.90-48.87 = 19.03

b) 19.60-11.90 = 7.7

c) 50.67-39.80 = 10.87

a) 89.30-56.90 = 32.4

b) 33.89-13.76 = 20.13

6) Divide the following :

f) 121.908/11 = 11.083

1) 111.21+121.21 = 232.42, 151.71+89.91=241.62

2) 121.11-111.21=9.9, 267.89-178.90=88.99

3) 267.89+167.98+45.90 = 481.77

4) 67.90*12 = 814.8, 76*3 = 228, 73.987*4=295.948

5) 124.60/12 = 10.383, 121.66/11=11.06

6) 356.90+90.87+56.13 = 503.9

7) 648.89+90.78+890.90 = 1630.66

8) 326.98-126.90-287.90 = -87.82

9) 129.90*78.90=10249.11

10) 456.90*78.90 = 36049.41

1) 67.90*12 = 814.8 , 76*3 =228, 73.987*4=295.948,98.89*09 = 890.01

2) 456.90*78.90*567.90*56.87 = 1164268797

3) 111.21+181.21 = 292.42 , 151.71+89.91+98.89 = 340.51

4) 35.987+89.908+68.987+62.892+728.90 = 986.674

5) 638.98-124.89-78.90-76.82-62.90 = 295.47

6) 3456.89+82.90+82.2820+627.89 = 4249.962

7) 4528.98+728.289+727.908+72.09 = 6057.267

8) 538.627+26.737+7373.929 = 7939.293

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5th Grade Decimal Worksheets

5th grade decimal worksheets help students gain a clear understanding of decimals and word problems based on them. The decimal number system is a standardized number system that denotes any integer or non-integer value. This math topic has great significance in many real-life applications like calculating money, weight, length, and many more. By solving the problems available in these worksheets, students will attain step-by-step understanding and clarity on how to solve decimal problems.

Benefits of Grade 5 Decimal Worksheets

5th grade decimal worksheets provide a comprehensive and precise understanding of decimals and their properties. These worksheets offer a wide variety of questions geared towards improving a child’s conceptual fluency on decimals. These 5th grade math worksheets are well curated to help students gradually solve the rising difficulty level of exercises based on decimal word problems. The primary purpose of these worksheets is to promote a problem-solving mindset in students.

☛ Practice : Grade 5 Interactive Decimal Worksheets

This math worksheet gives your fifth grader practice adding decimals to the hundredths place.

Subtracting decimals

Skill: decimals to the hundredths place.

Can you solve 57.18 – 22.09?

This math worksheet will give your child practice subtracting decimals to the hundredths place.

Multiplying decimals

Skill: multiplying decimals.

What’s 4.6 x 3?

This math worksheet offers practice multiplying whole numbers by decimals.

Rounding decimals

Skill: decimals to the nearest tenth.

If the second decimal place is a 5, you round up the first decimal place to the next larger number. This math worksheet gives your fifth grader practice rounding decimals to the nearest tenth.

Comparing and ordering decimals

Skill: ordering numbers.

Compare the decimals — which is greater?

This math worksheet helps your child to determine which decimals to the tenths and hundredths place have the greater value.

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Class v math, class 5 decimal numbers worksheet - 5.

1. Convert 4 ⁄ 5 into decimal form.

2. Convert 12 3 ⁄ 5 into decimal form.

3. Convert 1 ⁄ 500 into decimal form.

4. 7.25 + 29.806 + 2.65 + 7.004 = __________.

5. 5 x 2.5 x 0.05 = __________.

6. 23.004 x 1000 x 0.04 = __________.

7. 121.082 � 13 = __________.

8. 3 (7.5 � 2.3) � 2.2 (1.8 + 0.2) = __________.

9. 4.8 x 0.75 � 2.3 x 1.45 = __________.

10. John bought vegetables weighting 20 kg. Out of this, 4 kg 500 g is onions, 3 kg 65 g is tomatoes and the rest is potatoes. What is the weight of potatoes?

11. The cost of 15 pen is Rs. 163.50. What is the cost of one pen?

12. 75 + 6 ⁄ 100 + 5 ⁄ 1000 = ________.

13. If 3205 � 2.5 = 1282, then 320.5 � 0.25 = ________.

14. 2 tens 5 thousandths is equal to __________.

15. The cost of 5 liters of milk is Rs. 37.50. What is the cost of 18 liters of milk?

If you want to download the above worksheet, please click below link.

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