Equilibrium Word Problem all work for full credit! A 100 kg mass is hung by two strings attached to stationary walls, as shown String 1 in the picture provided. The right-hand string (String #1) is horizontal and the angled string (String #2) measures 70 above the horizontal, as shown. m= 100 K a) What is the acceleration of the b) In the grid provided below, draw a (to scale) hanging mass? EXPLAIN! (2 points) tool # 3 Free Body Diagram (FBD) for the mass. (4 points) c) Showing work, calculate the magnitude of the Force of Gravity (F.) acting on the hanging mass. (2 points) Fg = m (ag) - FS = 100 ( - 9. 8) 7480 d) Showing all work, calculate the vertical component of the Force of Tension on string #2 (FTZy). (2 points) e) Showing all work, calculate the horizontal component of the Force of Tension on string #2 (FT2x). (2 points) f) Showing all work, calculate the resultant Force of Tension acting on string #2 (FT2). (2 points) Showing all work, calculate the magnitude of the Force of Tension acting on string #1 (FT1). (2 points)