n each case, use w = mg (g = 980 cm/s ) to calculate the2 weight in dynes that causes the acceleration ("acting force"). 03. Calculate the total mass of the glider and hanger, including masses that were added to the glider. 04. For the five cases with the same total mass, make a graph of the "acting force" vs. acceleration. The graph should be a straight line. Determine the slope of the line. Compare this with the total mass of the system. What is the percent difference between them? Determine the friction in the system from your graph. 05. For the five cases with the same acting force, make a graph of total mass as a function of acceleration. What type of curve do you expect for this? Does your graph agree