SOLUTION: A square painting is surrounded by a frame. The outside edges of the frame are (3x-2) ft. in length and the inside edges of the frame are (x+7) ft in length. What is the total area

Algebra ->  Surface-area -> SOLUTION: A square painting is surrounded by a frame. The outside edges of the frame are (3x-2) ft. in length and the inside edges of the frame are (x+7) ft in length. What is the total area      Log On


   



Question 861678: A square painting is surrounded by a frame. The outside edges of the frame are (3x-2) ft. in length and the inside edges of the frame are (x+7) ft in length. What is the total area of the frame?
Answer by josgarithmetic(39617) About Me  (Show Source):
You can put this solution on YOUR website!
Draw a picture of this. You should be able to see that the outside area minus the inside area is the frame area. All three of these areas are square-based. The inside frame dimensions are the square painting area.

In symbols, %283x-2%29%283x-2%29-%28x%2B7%29%28x%2B7%29 is the frame area.
9x%5E2-6x-6x%2B4-%28x%5E2%2B14x%2B49%29
highlight%288x%5E2-26x-45%29