# 6th Grade Worksheet on Whole Numbers

In 6th Grade Worksheet on Whole Numbers contains various types of questions on whole numbers, successor and predecessor of a number, number line, addition of whole numbers, subtraction of whole numbers, multiplication of whole numbers, division of whole numbers, properties of whole numbers, properties of addition, properties of subtraction, properties of multiplication, properties of division, even and odd whole numbers, patterns in whole numbers and word problems on whole numbers.

I. Multiple Choice Questions on Whole Numbers (MCQ)

Tick (the correct option.

1. The smallest natural number and smallest whole number are respectively

(i) 0 and 1

(ii) 1 and 0

(iii) 0 and 0

(iv) 1 and 1

2. The value of 45 × 15 × 6 × 3 × 0 × 19 is

(i) 4800

(ii) 0

(ⅲ) 9801

(iv) 6000

3. The identity element with respect to multiplication is

(i) 0

(ii) 9

(ii) 1

(iv) All of these

4. The whole number which does not have a predecessor is

(i) 1

(ii) 0

(iii) 101

(iv) 9

5. Additive identity for whole number is

(i) 0

(ii) 1

(iii) 10

(iv) All of these

A. 1. (ii) 1 and 0

2. (ii) 0

3. (ii) 1

4. (ii) 0

5. (i) 0

II. State True or False:

1. 1, 3, 6, 10, 15, 21 are all triangular numbers.

2. Every whole number is a natural number.

3. The sum of an odd number and an even number is an even number.

4. Commutativity and associativity are properties of addition of whole numbers.

5. 200569 × 0 = 200569

B. 1. True

2. False

3. False

4. True

5. False

III. Fill in the blanks.

1. There is a whole number, which, when added to itself gives that number, is __________.

2. On the number line, 745 lies on __________ side of 789.

3. The property depicted by (a + b) = (b + a) is __________.

4. __________ is called additive identity for whole number.

C. 1. zero.

2. left

3. Commutativity

4. zero

1. If a = 402, b = 84 and c = 52, show that a × (b + c) = ab + ac

2. If a = 10, b = 6 and c = 4, find a × (b - c).

3. If a = 15, b = 2 and c = 5. find a × (b + c).

4. Is a ÷ b = b ÷ a?

5. If a = 8 and b = 5, show that a - b ≠ b - a.

6. Find the number which when divided by 32 gives the quotient 181 and the remainder 16.

7. The product of two numbers is 708560. If one of the numbers is 340, find the other.

8. On dividing 64280 by a certain number, the quotient is 4589 and the remainder is 34. Find the divisor.

IV. 1.

2. 20

3. 105

4. No, Division is not commutative for (non-zero) whole numbers.

5. 8 - 5 ≠ 5 - 8 ⟹ 3 ≠ -3

6. 5808

7. 2084

8. 14

6th Grade Worksheet on Whole Numbers

V. State the property used in each case.

(i) 3568 × 0 = 0

(ii) 15 × 22 = 22 × 15

(iii) (41 × 23) is a whole number.

(iv) 8956 × 1 = 8956

(v) (23 × 84) × 45 = 23 × (84 × 45)

(vi) 83 × (42 + 5) = 83 × 42 + 83 × 5

(vii) 267 × (32 - 19) = 267 × 32 - 267 × 19

V. (i) Multiplicative property of Zero

(ii) Commutative law of Multiplication

(iii) Closure Property of Multiplication

(iv) Multiplicative Identity of Multiplication

(v) Associative Law of Multiplication

(vi) Distributive Property of Multiplication Over Addition

(vii) Distributive Property of Multiplication Over Subtraction.

## You might like these

• ### Counting Natural Numbers | Definition of Natural Numbers | Counting

Natural numbers are all the numbers from 1 onwards, i.e., 1, 2, 3, 4, 5, …... and are used for counting. We know since our childhood we are using numbers 1, 2, 3, 4, 5, 6, ………..

• ### Reading and Writing Large Numbers | Large Numbers in Words in Billion

In reading and writing large numbers we group place values into periods ‘ones or unit’, ‘tens’, ‘hundred’, ‘thousand’, ‘10 thousand’, ‘100 thousand’, ‘million’, ’10 million’, ‘100 million

• ### Numbers | Notation | Numeration | Numeral | Estimation | Examples

Numbers are used for calculating and counting. These counting numbers 1, 2, 3, 4, 5, .......... are called natural numbers. In order to describe the number of elements in a collection with no objects

The properties of addition whole numbers are as follows: Closure property: If a and b are two whole numbers, then a + b is also a whole number. In other words, the sum of any two whole numbers i

• ### Properties of Multiplication | Multiplicative Identity | Whole Numbers

There are six properties of multiplication of whole numbers that will help to solve the problems easily. The six properties of multiplication are Closure Property, Commutative Property, Zero Property, Identity Property, Associativity Property and Distributive Property.

• ### Estimating Sum and Difference | Reasonable Estimate | Procedure | Math

The procedure of estimating sum and difference are in the following examples. Example 1: Estimate the sum 5290 + 17986 by estimating the numbers to their nearest (i) hundreds (ii) thousands.

• ### Estimating Product and Quotient |Estimated Product |Estimated Quotient

The procedure of estimating product and quotient are in the following examples. Example 1: Estimate the product 958 × 387 by rounding off each factor to its greatest place.

• ### Properties of Whole Numbers | Closure Property | Commutative Property

The properties of whole numbers are as follows: The number 0 is the first and the smallest whole numbers. • All natural numbers along with zero are called whole numbers.

• ### Representation of Whole Numbers on Number Line | Compare Whole Numbers

Numbers on a line is called the representation of whole numbers on number line. The number line also helps us to compare two whole numbers, i.e., to decide which of the two given whole numbers

• ### Properties of Subtraction |Whole Numbers |Subtraction of Whole Numbers

1. When zero is subtracted from the number, the difference is the number itself. For example, 8931 – 0 = 8931, 5649 – 0 = 5649 2. When a number is subtracted from itself the difference is zero. For example, 5485 – 5485 = 0 3. When 1 is subtracted from a number, we get its

• ### Whole Numbers | Definition of Whole Numbers | Smallest Whole Number

The whole numbers are the counting numbers including 0. We have seen that the numbers 1, 2, 3, 4, 5, 6……. etc. are natural numbers. These natural numbers along with the number zero

• ### Addition of Numbers using Number Line | Addition Rules on Number Line

Addition of numbers using number line will help us to learn how a number line can be used for addition. Addition of numbers can be well understood with the help of the number line.

• ### Subtraction of Numbers using Number Line |Subtracting with Number Line

Subtraction of numbers using number line will help us to learn how a number line can be used for subtracting one number from the another number.

• ### Worksheet on Reading and Writing Large Numbers|Writing Numbers in Word

Practice the questions given in the worksheet on reading and writing large numbers to group place values into periods in hundred, thousand, million and billion. The questions are related to writing

• ### Worksheet on Estimation | Estimate the Product |Nearest Tens, Hundreds

Practice the questions given in the worksheet on estimation. The questions are based on estimating the sum, difference, product and quotient to the nearest tens, hundreds and thousands.

Didn't find what you were looking for? Or want to know more information about Math Only Math. Use this Google Search to find what you need.

## Recent Articles

1. ### What is a Triangle? | Types of Triangle | Scalene Triangle | Isosceles

Jun 17, 24 11:22 PM

A simple closed curve or a polygon formed by three line-segments (sides) is called a triangle. The above shown shapes are triangles. The symbol of a triangle is ∆. A triangle is a polygon with three s…

2. ### Interior and Exterior of an Angle | Interior Angle | Exterior Angle

Jun 16, 24 05:20 PM

Interior and exterior of an angle is explained here. The shaded portion between the arms BA and BC of the angle ABC can be extended indefinitely.

3. ### Angles | Magnitude of an Angle | Measure of an angle | Working Rules

Jun 16, 24 04:12 PM

Angles are very important in our daily life so it’s very necessary to understand about angle. Two rays meeting at a common endpoint form an angle. In the adjoining figure, two rays AB and BC are calle

4. ### What is a Polygon? | Simple Closed Curve | Triangle | Quadrilateral

Jun 16, 24 02:34 PM

What is a polygon? A simple closed curve made of three or more line-segments is called a polygon. A polygon has at least three line-segments.