Multiplying 1-Digit Number

We know the process of multiplying 1-digit number by another 1-digit number. The multiplication of one-digit numbers is done with the help of the multiplication table of the number concerned.

Suppose, if we have to multiply 7 by 5, we put the numbers in column form.

× 5

We need to read mentally the multiplication tables of 7 to get 7 fives are 35.

This 35 is written as product. We say 7 multiplied by 5 is equal to 35.

Here, 7 is the multiplicand, 5 is multiplier and 35 is the multiple fact of product.

7 and 5 are also called factors of the product 35.

Examples of multiplying one-digit numbers:

1. Multiply 6 by 3.

Solution:

First we need to arrange the numbers in column form.

× 3

We need to read mentally the multiplication tables of 6 to get 6 times three are 18.

This 18 is written as product. We read it as 6 multiplied by 3 is equal to 18.

Here, 6 is the multiplicand, 3 is multiplier and 18 is the multiple fact of product.

6 and 3 are also called factors of the product 18.

2. Multiply 9 by 6

Solution:

First we need to arrange the numbers in column form.

× 6

We need to read mentally the multiplication tables of 9 to get 9 times six are 54.

This 54 is written as product. We read it as 9 multiplied by 6 is equal to 54.

Here, 9 is the multiplicand, 6 is multiplier and 54 is the multiple fact of product.

9 and 6 are also called factors of the product 54.

Thus, to multiply one-digit number by another one-digit number its very important to know the multiplication tables of the concerned number to find the product of the numbers.

Questions and Answers on Multiplying 1-Digit Number:

T O

× 5

T O

× 2

T O

× 3

T O

× 4

T O

× 5

T O

× 2

T O

× 3

T O

× 3

T O

× 2

T O

× 2

T O

× 4

T O

× 4

T O

× 1

T O

× 3

T O

× 3

T O

× 4

T O

× 5

T O

× 5

Answer:

T O

× 5

2 5

T O

× 2

T O

× 3

T O

× 4

1 6

T O

× 5

3 0

T O

× 2

1 6

T O

× 3

1 2

T O

× 3

1 8

T O

× 2

1 4

T O

× 5

4 0

T O

× 4

1 2

T O

× 4

3 2

T O

× 1

T O

× 3

1 5

T O

× 3

2 1

T O

× 4

3 6

T O

× 5

2 0

T O

× 5

3 5

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