Part 2: Spring Forces 7 Consider the amount of force required to stretch 2 springs. Tables 1 and 2 provide data for the amount of force required to stretch each spring to various distances. 8 Graph the data for force and distance provided in Iable_1. Create a scatter plot with distance plotted on the independent, xaxis and force plotted on the dependent. yaxis. Note: If you do not have access to graphing software, you may download and print the Graph Pamr Temnlate. Table 1. Forces for Stretching Spring 1 Distance (m) Force (N) 0.001 -0.0049 0.0025 -0.01225 0.0015 -0.00735 0.006 -0.0294 0.0043 -0.02107 0.028 -0.1372 0.01 0049 0.27 -1.323 -3.92 4.998 5.635 1.02 1.15 9 Add a trendline to the graph. 10 Upload an image of the graph into Photo 2. 11 Calculate the spring coefficient (k) by determining the slope of the trendline. Note: You can confirm your calculation using the equation F= -kx. 12 Record the coefficient for Spring 1 in Data Table 2. 13 Repeat steps 7-12 for the Spring 2 data in Table 2, uploading an image of the graph into Photo 3 and completing Data Table 2.Note: The magnitude of the force differences should be noted when comparing the graphs for each spring. Table 2. Forces for Stretching Spring 2 Distance(m) Force (N) 0.001 -0.02835 0.0025 -0.07088 0.0015 -0.04253 0.006 -0.1701 0.0043 -0.12191 0.028 -0.7938 0.01 -0.2835 0.27 -7.6545 -22.68 -28.917 32.6025 1.02 1.15 Question 2 In Part 2, which spring is stiffer (more resistant to stretching and compression)? Explain your answer using the spring coefficients and the graphs in Photo 2 and 3. B U T2 0 Word(s)