Basic Math Examples

44 \cdot 23

$44 \cdot 23$

Step 1

Multiply using long multiplication.

Tap for more steps...

Step 1.1

Multiply

3

$3$ by

4

$4$ . Place the ones digit

(2)

$(2)$ in the result line and carry the tens digit

(1)

$(1)$ . There is one result line for each digit in

23

$23$ .

	$1$ $1$
	$4$ $4$	$4$ $4$
$\times$ $⨯$	$2$ $2$	$3$ $3$
		$2$ $2$

Step 1.2

Multiply

3

$3$ by

4

$4$ and add the carried

1

$1$ . Place the ones digit

(3)

$(3)$ in the result line and carry the tens digit

(1)

$(1)$ . There is one result line for each digit in the

23

$23$ .


	$4$ $4$	$4$ $4$
$\times$ $⨯$	$2$ $2$	$3$ $3$
$1$ $1$	$3$ $3$	$2$ $2$

Step 1.3

Multiply

2

$2$ by

4

$4$ . Place the result in the next column in the result line. There is one result line for each digit in

23

$23$ .


	$4$ $4$	$4$ $4$
$\times$ $⨯$	$2$ $2$	$3$ $3$
$1$ $1$	$3$ $3$	$2$ $2$
	$8$ $8$

Step 1.4

Multiply

2

$2$ by

4

$4$ . Place the result in the next column in the result line. There is one result line for each digit in

23

$23$ .


	$4$ $4$	$4$ $4$
$\times$ $⨯$	$2$ $2$	$3$ $3$
$1$ $1$	$3$ $3$	$2$ $2$
$8$ $8$	$8$ $8$

Step 1.5

Add the numbers in each column. In this case, add

2 + 0

$2 + 0$ , then place the

2

$2$ in the result line.


	$4$ $4$	$4$ $4$
$\times$ $⨯$	$2$ $2$	$3$ $3$
$1$ $1$	$3$ $3$	$2$ $2$
$8$ $8$	$8$ $8$
		$2$ $2$

Step 1.6

Add the numbers in each column. In this case, add

3 + 8

$3 + 8$ , then place the

1

$1$ in the result line and carry the

1

$1$ .


	$4$ $4$	$4$ $4$
$\times$ $⨯$	$2$ $2$	$3$ $3$
$1$ $1$	$3$ $3$	$2$ $2$
$8$ $8$	$8$ $8$
	$1$ $1$	$2$ $2$

Step 1.7

Add the numbers in each column. In this case, add

1 + 8 + 1

$1 + 8 + 1$ , then place the

0

$0$ in the result line and carry the

1

$1$ .


		$4$ $4$	$4$ $4$
	$\times$ $⨯$	$2$ $2$	$3$ $3$
	$1$ $1$	$3$ $3$	$2$ $2$
	$8$ $8$	$8$ $8$
$1$ $1$	$0$ $0$	$1$ $1$	$2$ $2$


		$4$ $4$	$4$ $4$
	$\times$ $⨯$	$2$ $2$	$3$ $3$
	$1$ $1$	$3$ $3$	$2$ $2$
	$8$ $8$	$8$ $8$
$1$ $1$	$0$ $0$	$1$ $1$	$2$ $2$

Step 2

The result of

44 \cdot 23

$44 \cdot 23$ is

1012

$1012$ .

1012

$1012$