Show your work for each question. Follow the Problem Solving Techniques to neatly answer the entire question (1.e., make sure you label your coordinate axis frame). Use Sl Units unless otherwise indicated. worth 10 points. 1. A toy cannon (m, = 2 kg) is mounted to two fixed horizontal rails on which it can slide to the left or right with negligible friction. The cannon fires a ball (mb - 0.025 kg) with a muzzle speed 40 m/s at an angle of 0= 60 above the horizontal. of Vbf = BUM 11 Initial State 0 = 60 TRUE LOSIG Final State m |br|= 40- S KARCH m |as| = ? 4 la. What type of collision is this? LOAGIEDER IN 2033 LIT 5053 1b. Is the total momentum of the system conserved during the firing of the cannon? Explain. 1c. Draw a coordinate axis frame with directions and break down the final velocity vector for the cannon ball into its projections along the coordinate axis frame. sits somewhere on 1d. Write down the 2-D conservation of momentum equation as two 1-D equations (one along each of the coordinate axis frame directions). le. What is the final recoil speed of the toy cannon?