Question

area of the rectangle with length (2x+3y) and breadth 4xy is


somebody help mee:)

Answer 1

Answer:

4xy(2x+3y) unit² or 12xy² + 8yx² unit²

Step-by-step explanation:

Length of the rectangle = (2x+3y)

Breadth of the rectangle = 4xy

Area of the rectangle = Length x Breadth

                                    = [(2x+3y) x 4xy] unit²

                                    = 4xy(2x+3y) unit²

                                    =12xy² + 8yx² unit²

Answer 2

• As per the data given in the question, we have to determine the area of a rectangle.

        Given data:- Length=$2x+3y.$

                              Breadth=$4xy.$

         To find:- the area of rectangle=?

• Rectangle has four sides, the opposite sides are equal and parrallel to each other.
• We know that,the area of a rectangle is $length\times breadth.$

      Therefore,

     Area of rectangle=$l\times b.$

         $(2x+3y)\times4xy\\=8x^{2}y+12y^{2}x.$

 Hence, the area of rectangle will be $8x^{2}y+12y^{2}x.$