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Perimeter * Area .
A000028016

Perimeter $\times$ Area . $\newline$ A $000028016$

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Multiply radical expressions

Full solution

Q. Perimeter

\times

Area .

\newline

A

000028016

Calculate Perimeter: To solve this problem, we need to first find the perimeter of the rectangle. The perimeter $P$ of a rectangle with length $A$ and width $B$ is given by $P = 2(A + B)$ .
Calculate Area: Next, we calculate the area of the rectangle. The area $A$ of a rectangle with length $A$ and width $B$ is given by $A = A \times B$ .
Multiply Perimeter and Area: Now, we multiply the perimeter by the area. So, the result $R$ is given by $R = P \times A = 2(A + B) \times (A \times B)$ .
Expand Multiplication: We can expand the multiplication to simplify the expression. $R = 2(A^2 \cdot B + A \cdot B^2)$ .
Final Result: This is the simplest form of the expression for the result of multiplying the perimeter by the area of a rectangle with length $A$ and width $B$ .

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