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EXPERIMENT 1: WAVES Data Sheet Table 1: Slinky@ Measurements Slinky Mass Number of Mass/Loop Length (m) (kg) Loops (kg/loop) 2 82 0.00002434 2 Table 2:
EXPERIMENT 1: WAVES Data Sheet Table 1: Slinky@ Measurements Slinky Mass Number of Mass/Loop Length (m) (kg) Loops (kg/loop) 2 82 0.00002434 2 Table 2: Wave Time Measurements for Relaxed Slinky@ Trial Time (s) Tension Force (N) 1.42 1.5 2 1.33 3 1.36 A 1.33 Table 3: Wave Time Measurements for Increases Tension Slinky@ Trial Time (s) Tension Force (N) 65 2.25 N 2 .65 3 .50 .52 5 .58Table 4: Slinky@ Measurements Trial Velocity from Velocity from Percent Difference Stopwatch (m/s) Tension and Mass (%) density (m/s) 2.877 2.877 72 % 2 6.990 25.50 73 %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. 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 reoord them in Table 4. 6. Identify two sources of error. Which method for measuring velocity do you think is more accurate? Which method do you think is more precise
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