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Use the Fundamental Theorem for Line Integrals to find the work done force field F to 9(3,6,6).(5 pts) 2. mMG by the gravitational if a particle with mass m moves from P(0. 0,6) Suppose an object with mass M is located at the origin and an object with mass m is moved from point A (x, , y, , z.) to point B(x, y, , z.), where A is a distance η from M and B is a distance r, from M. Show that the work done by the gravitational force field F= 3. x, y, 2) in moving the object is W = mMG (5 pts) x +y (This means that work done by the gravitational force field is dependent only on the distances from the origin of the beginning and ending locations of the mass).