2. After you repel Wolfgang's attack, you are asked to measure the maximum range of the cannon. (a) Draw the maximum range problem in the space below. Draw the path of the cannonball as you fire it at the optimum configuration. Label the initial parameters and the final parameters for the cannonball. (b) Complete the table below. Use the variable 6 for the unknown launch angle. Include a question mark for any other parameter you do not know before solving. x Parameter Value y Parameter Value. Yo 20 Y X Vox Voy Vx Vy ax ay t t (c) Find an equation that you can solve algebraically for the angle with maximum range. (d) Use your expression for the range z to find an approximate maximum range for the cannonball to the nearest meter and the angle that results in this range to the nearest 0.1. You can solve for this algebraically, graphically, or numerically. (e) Test your answer in the Purpletown Defense Simulation on Canvas. Enter some initial angles and look at the value of x when the cannonball hits the water. Do you get the same maximum range as the calculation above at the same launch angle? Submit a screenshot of your result on Canvas along with your work.