A mass of 80 g was hung from the string and three different harmonics were generated in the string. This is shown below in the Setup column (the string is red). The frequency of each harmonic and the frequency uncertainty () has been given. You can determine the harmonic by counting the lobes. To determine wavelength of each harmonic, you must use the blue 4-meter stick provided. The zero end of the 4- meter stick has been exactly lined up with the left end of the string. For the wavelength uncertainty, this is your estimation of how much your measurement of the wavelength could be off by. Last, determine the wave speed and its uncertainty. The formula for the wave speed uncertainty is below (a, is the wave speed uncertainty, o, is the frequency uncertainty, & a; is the wavelength uncertainty). amaitta

A mass of 80 g was hung from the string and three different harmonics were generated in the string. This is shown below in the Setup column (the string is red). The frequency of each harmonic and the frequency uncertainty () has been given. You can determine the harmonic by counting the lobes. To determine wavelength of each harmonic, you must use the blue 4-meter stick provided. The zero end of the 4- meter stick has been exactly lined up with the left end of the string. For the wavelength uncertainty, this is your estimation of how much your measurement of the wavelength could be off by. Last, determine the wave speed and its uncertainty. The formula for the wave speed uncertainty is below (a, is the wave speed uncertainty, o, is the frequency uncertainty, & a; is the wavelength uncertainty). amaitta

Modern Physics

3rd Edition

ISBN:9781111794378

Author:Raymond A. Serway, Clement J. Moses, Curt A. Moyer

Publisher:Raymond A. Serway, Clement J. Moses, Curt A. Moyer

Chapter6: Quantum Mechanics In One Dimension

Section: Chapter Questions

Problem 24P

See similar textbooks

Similar questions

Part 1: Hanging mass = 308 g A mass of 308 g was hung from the string and three different harmonics were generated in the string. This is shown below in the Setup column (the string is red). The frequency of each harmonic and the frequency uncertainty (₁) has been given. You can determine the harmonic by counting the lobes. To determine the wavelength of each harmonic, the zero end of the blue 4-meter stick has been exactly lined up with the left end of the string so that all you need to do is measure how long that first wave is (Remember, 2 lobes = 1 wave). For the wavelength uncertainty, this is your estimation of how much your measurement of the wavelength could be off by. Last, determine the wave speed and its uncertainty. The formula for the wave speed uncertainty i below (ay is the wave speed uncertainty, is the frequency uncertainty, & is the wavelength uncertainty). Trial 1 2 3 1 1 2 average wave speed= max wave speed = 2 2 Setup 3 8 n Ov=0₁d +10₂ f 04 (Hz) (Hz) 49.9 0.1 66.5…
The figure shows the circular wave fronts emitted by two sources, the wavelength for both idential waves is 1.4 m. What is the path-length difference at point Q, in meters? Your answer needs to have 2 significant figures, including the negative sign in your answer if needed. Do not include the positive sign if the answer is positive. No unit is needed in your answer, it is already given in the question statement.
Q1: For the signal g(t), shown in figure beside. i) Find Fourier Transform G(w) ii) Sketch amplitude and phase spectrum of G(w) g(t) --
Assuming that each of the resonant waves depicted below is the 3rd possible harmonic of its respective tube, what is the order of the lengths of the tubes (from the smallest to the largest)? (Note: what is shown in the picture are just 1.0 m sections of the tubes not necessarily the full tubes.)
Derive the transmission and reflection coefficient of monochromatic plane wave propagating from non conducting incident to conducting incident. Assume that the incident wave hits perpendicular to the medium. Can you please help me with this problem show a complete and explicit solution with an explanation step by step. Note: No shortcuts and don't skip any mathematical algebra.
Q. Solve f'(2) for f(x) = 7e0.5x with step size h = 0.7 using Newton Divided Difference method. Also estimate|ɛr| %.
A damped mass-spring oscillator consists of a mass m attached to a spring fixed at one end, as shown in the Figure below. Equilibrium point A differential equation that governs the motion of this oscillator, taking into account the forces acting on it due to the spring elastic damping friction, and possible external influences is my"+ by'+ky -F(1). eat What do mass-spring motions look like?
How do I prove this? Do I use Fourier inverse or inner product? Thank you
Find the Fourier series of the following periodic waveforms. List the values for A1 to A4, and B1 to B4. f(t) พ.ศ. T/2 T f(t) 2 0 T/2 T Note: for number 1 problem, use the half-wave rectified signal Vm sin wt
Can you go through the steps on how I would solve the spherical wave equation. No need to apply boundary conditions.
& Snipping Tool O X File Edit Tools Help New Mode Delay - For Å = 9.5å – 83+ 6k and B = –7î + 7.1 – 6k then what is the z component of Á x B? Answer: 6:39 PM O Type here to search 日 O G ENG amazon 13°C 2021-10-17 %2:
What length of string yields the smaller relative error? Explain your results.