Calculate the Product: Solving 99 × 19 Step by Step

To make it easier for us to solve, we will use the divisibility rule by 19:

$99\times(10+9)=$

Let's multiply 99 by each term in parentheses:

$(99\times10)+(99\times9)=$

Let's solve the expression in the first parentheses:

$990+(99\times9)=$

We'll separate the expression in parentheses in a way that uses the divisibility rule by 99:

$990+(90+9)\times9=$

Let's multiply 9 by each term in parentheses and we get:

$990+(90\times9)+(9\times9)=$

Let's solve each of the expressions in parentheses:

$990+810+81=$

Let's solve the expression from left to right.

We'll solve the left expression by adding vertically:

$990\\+810\\$

We'll make sure to follow the correct order when solving the expression, ones with ones, tens with tens, and so on, and we get:

$1,800$

Now we get the expression:

$1,800+81=1,881$