3. Eric Clapton plucks a C on a guitar string, which causes a fundamental frequency of 261 Hz. The wave travels down the string at 400. m/s. a. Draw a picture of the standing wave. If the linear density of the string is .417g/m, what is the tension on the string? b. Determine the wavelength of the wave.
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- An object carries a charge of -6.0 µC, while another carries a charge of -2.0 µC. How many electrons must be transferred from the first to the second object so that both objects have the same charge? Number of electrons = Number J. UnitsUsing Question 17 as reference, solve Question 18. Thanks. Explaination would be appreciated but not nessesaryy.Q Search the web.. f a New Tab Bb Announcements - PH O Microsoft Word - 10-4 x O W12C2PRACTICEEXAN X b bartleby - Bing b bartleby - Bing b My Questions | bartlet x A Not secure | faculty.ccbcmd.edu/~dbaum/PHYS151S21/10-4.pdf Sign in ... 10-4) A solid cylinder (mass M and radius R) on a table has a mechanism that attaches a spring (of constant k) to its central axis. The other end of the spring is fixed, so that the spring is horizontal. cylinder is able to roll on the table without slipping. Let's pull the mass to one side and release it so that it rolls back and forth. The Show that the motion of the center of mass is simple harmonic, and find the frequency of ocillation, w. HINT: There are two ways (at least) to do this. Each involves comparing information about this system to the simple harmonic ocillator we know, the mass on a spring. If you can get the force/torque equation to look like -kx = max or you can get the energy budget to look like /2mv? + /2kx? = ETOTAL, then the motion…
- Please solve and answer the question correctly please. Also be sure to give the correct units. Thank you!!Question : Three conducting plates, each of area AAA, are connected as shown in the figure. Need help with Part B and C B: Determine CCC as a function of d1d1d_1, d2d2d_2, and AAA. Assume d1+d2d1+d2 is much less than the dimensions of the plates. Express your answer in terms of the variables AAA, d1d1d_1, d2d2d_2, and appropriate constants. C: The middle plate can be moved (changing the values of d1d1 and d2d2), so as to vary the capacitance. What is the minimum value of the net capacitance? Express your answer in terms of the variables AAA, d1d1d_1, d2d2d_2, and appropriate constants.Charge Q1 = -12.0 nC is placed at (x,y) = (8, 0) millimeters and charge Q2 = 5.6 nC is placed at (2, 9) millimeters on the coordinate system shown. Charge Q0 = -2.83 nC is at the origin. Determine the magnitude of force on Q0. Express your answer in nN (nanoNewtons).
- A positively charged particle of mass 1.92 x 10-27 kg initially moves left to right long the x axis at a speed of 4.02 x 103 m/s. It moves into an electric field, which points in the negative x direction, and travels a distance of 0.41 m before coming to rest. What acceleration magnitude does the particle experience? (Ignore gravity) Round your answer to 2 decimal places.Using the kinetic energy eq You might need: Calculator m A 6200 kg African elephant charges at a speed of 10 What is the elephant's kinetic energy? Round answer to two significant digits. J Show Calculator Stuck? Use a hint. s to provide a free, worid-class NeweI just need help with the last 3, thank you!
- An object with charge of 1.58 C experiences an upward force of 14.24 N when placed at a certain point in an electric field. The electric field strength at that point is ____ N/C. Do NOT include units Round to two decimal points (include zeros if needed)Please helpA positively charged ball is dropped into a tube with another positively charged ball at the bottom. It falls a certain distance before turning around. Draw an energy bar chart consistent with this. Take the initial point to be at the top immediately after release and the final point where it turns around. Write an energy equation for this situation, indicating various distances on a sketch. State what your system is and any assumptions you needed to make. Draw qualitatively accurate force diagrams for the dropped ball for the initial and final positions. Write Newton’s 2nd Law equations for the initial and final positions