Case 2: Two unknown force's magnitudes: T and T3. You will get values via calculations in this case. This time we give you all the angles, but two masses are unknown. That means we don't know two tension forces' magnitudes, T2 and T3. Mass 1: 100 g Mass 2: Mass 3: ? NOTE: All masses given must include the 50 g of the hanger. b. Express Fatxand Facty On x-axis: ? On y-axis: T= M= Do the calculation to find the required tensions T and T3 (magnitudes) so the ring is in static equilibrium. Calculate Mass 2 and Mass 3 based on your result (calculations in the space below). a. Calculate T T= (1) T= T3= TF (2) 0-60 0-40 TF c. Calculate T and T3 (N) as well as M and M3 (g) You have two unknowns and two equations. Play with them! T3= M3= e. Final results (N for forces, g for masses, for angles) T= M = M = M = 09 d. Set up Mass 1, Mass 2 and Mass 3 for the corresponding 7, 72 and T3 magnitudes and directions. Confirm you results by finding the static equilibrium on your table using M, and M you calculated. Be careful to remove the mass of the hanger from each M values. MAKE ME VERIFY. T= 0= 0= 03= 3