Properties of whole numbers games

Courses Mathematics - Class 6. What are whole numbers? Free printable worksheets PDF and practice pages on Natural and Whole Numbers for Grade 6, Multiplication on the number line, Subtraction on the number line, Addition on the number line, Basic facts about whole numbers for VI grade, Important facts about natural numbers, Predecessor and Successor of Whole numbers for sixth class, Smallest whole number, Largest whole number, Write the successor of , Write the predecessor of , Write the next three natural numbers after , Write whole numbers between 55 and Which is the smallest whole number?

Find 8 — 3 using number line. Which is the smallest natural number? Represent the following whole numbers on the number line. Write the smallest and largest 6 digit whole number. Every whole number is a natural number, The set of natural numbers along with zero are called whole numbers. Page: 1 Files: 3.

Properties of Whole Numbers. Write the property for each of the following. Solve the following using distributive property. Playing With Numbers — Factors and Multiples. Tags: Factors and Multiples Notes and Lesson for class 6, Factor and Multiples free printable Worksheets PDF with answers for 6th class, Practice page, examples and exercise on factors and multiples for sixth grade, what are factors? What are multiples? Playing with numbers — Factors and Multiples for grade 6, Write all the factors of 15, 22, 36 and Write next 4 multiple of 10, 12, 16 and 22, Number that has exactly only 1 factor, Can there be any natural number that does not have factor at all?

Find all the multiple of 13 up to Write all the factors of Find the missing factors. Write the multiples of 8 which are greater than 30 and less than Circle the numbers below which are factors of Write all the possible factors of Every multiple of a number is greater than or equal to the given number.

Number of multiples of a given number is infinite. Number of factors of a given number is finite. Every factor of a number is an exact divisor of given number. Every factor is less than or equal to the given number. Tags: What is the difference between a prime and composite number? What is a prime number? Multiplication Board Game In this fun board game, upper elementary and middle school students will practice multiplying by large numbers that are multiples of ten.

The game can be played alone, in pairs, or in two teams. Basketball Multiplication Game Kids will have a lot of fun playing this interactive basketball game, but they will also practice multiplying one-digit whole numbers. Multiplication as Repeated Addition In this math racing game 3rd grade students will learn to view multiplication problems as repeated addition problems. Properties of Multiplication In this math basketball game students will identify properties of multiplication and use them in mental math computations.

Multiplication Jeopardy Game In this jeopardy game, students will multiply one and multi-digit numbers. The game is an excellent classroom activity because it has a multi-player feature. It is denoted by the symbol, W. The four properties of whole numbers are as follows:. The closure property of the whole number states that "Addition and multiplication of two whole numbers is always a whole number.

Here, 2 is a whole number. In the same way, multiply any two whole numbers and you will see that the product is again a whole number. Here, 15 is a whole number. Thus the set of whole numbers, W is closed under addition and multiplication. This property does not hold true in the case of subtraction and division operations on whole numbers.

Therefore, whole numbers are not closed under subtraction and division. The associative property of whole numbers states that "The sum and the product of any three whole numbers remain the same regardless of how the numbers are grouped together or arranged". Thus the set of whole numbers, W is associative under addition and multiplication. The associative property of W is stated as follows:. The associative property of whole numbers does not hold true for subtraction and division operations.

It is because the arrangement of numbers is important in these operations. The commutative property of whole numbers states that "The sum and the product of two whole numbers remain the same even after interchanging the order of the numbers". It is the same as associative property, the only difference is that here we are only talking about two whole numbers.