3. Use data from Table 1 and Table 2 to calculate the average time it took for the wave to travel down and back. Use this time to calculate the average speed for the traveling wave on the Slinky@ for both situations. Fill in Table 4 with your answers. Table 4: Slinky@ Measurements Trial Velocity from Velocity from Tension Percent Difference Stopwatch (m/s) and Mass density (m/s) (%) 4. Calculate the wave speed using the formula for transverse waves. Fill in Table 4 with your answers. 5. Calculate a percent difference between your velocities and record them in Table 4. 6. Identify two sources of error in the experiment that could explain any percent difference.Table 1: Slinky@ Measurements Slinky Mass (kg) Number of Loops Mass/Loop (kg/loop) Length (m) 0.306 100 0.00306 2 Table 2: Wave Time Measurements for Relaxed Slinky@ Trial Time (s) Tension Force (N) 1.53 2.0 2 1.64 3 1.48 4 1.47 5 1.46Table 3: Wave Time Measurements for Increased Tension Slinky@ Trial Time (s) Tension Force (N) 0.61 3.0 N 0.67 0.66 4 0.62 un 0.62