A triangle is drawn. Three different squares are then drawn using the sides of the triangle as one side of each square. If the combined area of the squares on the two shorter sides is greater than the area of the square on the longest side, then the triangle is acute. 3 boxes outline a triangle. One box has an area of 100 inches squared and another box has an area of 36 inches squared. The third box has an area of question mark.

The area of the square on the shortest side is 36 square inches. The area of the square on the longest side is 100 square inches. Which is a possible value for the area of the square on the remaining side if the triangle is acute?

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