SOLUTION: If the side of the square is reduced by 1 unit, its new area is 4x^2=6x+9/4. What is the original area of the square?
Algebra ->
Surface-area
-> SOLUTION: If the side of the square is reduced by 1 unit, its new area is 4x^2=6x+9/4. What is the original area of the square?
Log On
Question 1048372: If the side of the square is reduced by 1 unit, its new area is 4x^2=6x+9/4. What is the original area of the square? Answer by Alan3354(69443) (Show Source):
You can put this solution on YOUR website! If the side of the square is reduced by 1 unit, its new area is 4x^2=6x+9/4. What is the original area of the square?
------------
It's odd that the area is an equation.
