a) Determine the length and mass of a cotton string provided by your instructor. Determine 1 as follows and write your value on the board: 2 PHY 202 o String Length =6 meters o String Mass = 0.003 kg o String linear density u = Q1 kg/m b) Tie the string to the table clamp and drape the other end over a pulley on the far end of the table. Adjust the location of the driver so that there is exactly 4.00 meters from the slot attachment to the top of the pulley. c) Hang a mass of 80 N from the loop end of the string. Q2. What is the speed of waves on this string? d) Calculate the 1st, 2nd, 3rd, and 4" harmonic frequencies for this string. n= # segments n = 1 n = 2 n = 3 n = 4 f. (Hz) Q3 Q4 Q5 Q6 e) Go to https://ophysics.com/w8.html. Use the values given for tension and linear density to verify your answers of the harmonic frequencies.3. Now, considering the total length of the vibrating string, calculate the wavelengths of the first 10 harmonics for your system (by dividing the length of the string that is vibrating by the number of full wavelengths it contains). 4. Foreach wavelength, use the wave speed, v, for your system to determine the corresponding harmonic frequency. 5. Now adjust the mechanical vibrator to each of these frequencies, in turn, and verify that these are indeed the first ten harmonic frequencies of your system. 6. Now using equation (2), with the value for v that you calculated, and the tension in the string (FT= mg), solve for p=m/L, the linear density of the string