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Harry created a canvas painting on a square canvas. He then placed an order for a new rectangular canvas. The side length of the old square canvas is x inches. The new canvas he ordered has the same length, but a width 8 inches greater than that of the old canvas. The area of the new canvas is given by the quadratic expression below, where x represents the side length, in inches, of the old canvas.

Respuesta :

nick1815

Old canvas = x times x =100 inches

New canvas = X times 18= 180 inches

Answer:

Side length of the old square canvas = x inches

Area of old canavas which is in the shape of Square

                                                     = (Side)²

                                                     =x² square inches

Length of new rectangular Canavas=x inches

Breadth of new rectangular Canvas=(x+8) inches

Area of Rectangle(Area of the new canvas)=Length × Breadth

                [tex]=x \times (x+8)\\\\=x^2+8x[/tex]  square inches      

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