using the numbers-3 5 and -9 prove that multiplication is distributive over Subtraction.
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- Geometrically, the first rectangle can be obtained by subtracting the second rectangle from the actual rectangle. So, the area first rectangle is equal to the subtraction of the area of second rectangle from the area of main rectangle.
- You can derive it in another way if you are confused with the direct geometrical approach.
- The area of the rectangle is and it is divided as two rectangles whose areas and . So, the area of the rectangle is equal to the sum of the areas of the small rectangles geometrically.
- According to Transposing method, the term can be shifted to left-hand side of the equation from right-hand side.
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