If a sandbox in the shape of a right triangle has a hypotenuse of "h" feet, an area of "a" square feet, and one leg of length "x" feet, which of the following is true?
A) x^2 - (4a^2)/(x^2) - h^2 = 0
B) x^2 + (4a^2)/(x^2) + h^2 = 0
C) x^2 + (4a^2)/(x^2) - h^2 = 0
D) x^2 + (2a^2)/(x^2) - h^2 = 0
E) x^2 + (2a^2)/(x^2) + h^2 = 0
A) x^2 - (4a^2)/(x^2) - h^2 = 0
B) x^2 + (4a^2)/(x^2) + h^2 = 0
C) x^2 + (4a^2)/(x^2) - h^2 = 0
D) x^2 + (2a^2)/(x^2) - h^2 = 0
E) x^2 + (2a^2)/(x^2) + h^2 = 0
