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FGHJ is a rectangle, such that FJ = 40 and FJ > FG. Point M is the midpoint of FJ, and a Circle C is constructed such that M is the center and FJ is the diameter. Circle C intersects the top side of the rectangle, GH, at two separate points. Point P is located on side GH. What is the area of triangle FJP?
Statement #1: One of the two intersections of Circle C with side GH is point P, one vertex of the triangle FJP.
Statement #2: One of the two intersections of Circle C with side GH is point R, such that RH = 7
OA B
Source: Magoosh
Statement #1: One of the two intersections of Circle C with side GH is point P, one vertex of the triangle FJP.
Statement #2: One of the two intersections of Circle C with side GH is point R, such that RH = 7
OA B
Source: Magoosh
