Find the area of a rectangle if its dimensions are √18 and √2

The side of the rectangle is – √18.

The width is – √2.

Determine the area of this rectangle. Let’s write down the solution

To solve the problem, we use the following formula:

S = a * b.

Where S is the area of the rectangle.

a is the length of the rectangle.

b is the width of the rectangle.

S = √18 * √2 = √ (18 * 2) = √36 = √6 ^ 2 = 6.

This means that the area of this rectangle is 6.

Answer: the value is 6.