This is an displacement-time (x-t) graph of a SHM. 2T For A = 15cm and T...
This is an displacement-time (x-t) graph of a SHM 2T For A 3.8cm and T Write result in cm/s: 1.5s find the velocity at 0.3s.
At a time of 3.00 x 102 s after starting its SHM from maximum displacement, a mass on a spring has a displacement that is +2.45 cm from the equilibrium position. If the frequency of the SHM is 2.82 Hz, what is the amplitude of the SHM? cm
The displacement of the particles of a string in a SHM ( simple Harmonic motion ) is a cosine function of time X = 0.04 Cos (376.8 t ) 0.04 is in meters. Find the following. You must write the symbol, and also unit for each quantity. a) Amplitude of the string particles b)) angular frequency, b) Frequency, c) Period d) Displacement of the vibrating particles of the string at t= 2 seconds e) Maximum velocity of the vibrating...
1. Sketch the graph of x(t) = sin(2t),y(t) = (t + sin(2t)) and find the coordinates of the points on the graph where the tangent is horizontal or vertical (please specify), then compute the second derivative and discuss the concavity of the graph 1. Sketch the graph of x(t) = sin(2t),y(t) = (t + sin(2t)) and find the coordinates of the points on the graph where the tangent is horizontal or vertical (please specify), then compute the second derivative and...
you can skip question 1 Sketch the graph of x(t) sin(2t), y(t) = (t + sin(2t)) and find the coordinates of the points on the graph where the tangent is horizontal or vertical (please specify), then compute the second derivative and discuss the concavity of the graph. 1. Show that the surface area generated by rotating, about the polar axis, the graph of the curve 2. f(0),0 s asesbsnis S = 2nf(0)sin(0) J(50)) + (r°(®)*)de Find an equation, in both...
sin (3x + 2t), where x andy are in An equation that gives the particle displacement for a medium in which there is a simple harmonic traveling wave is y(x, t) - centimeters and t is in seconds. At t - 2s the speed of a particle at the location x 4 cm is 06cm/s 0 4cm/s. 8cm/s 2 cms.
Torsional vibration of a shaft is governed by the wave equation, = 16 where (x,t) is the angular displacement (angle of twist) along the shaft, ar is the distance from the end of the shaft and t is time. For a shaft of length 2T that supported by frictionless b end, the boundary conditions are 0r(0,t) = 0x(2T, t) = 0, t> 0. Suppose that the initial angular displacement and angular velocity are (x,0) = 6 cos(x), Ot(x,0) =3+2 cos(42),...
1. The left figure is a history graph that shows the displacement D of a traveling wave at a given position as a function of time. The right figure is a snapshot graph that shows the displacement of the same wave as a function of position. D (cm) D (cm) -1 -2 2/3 4 67 8 -2 (a) Determine the period T, the frequency f, and the angular frequency o for this wave. (b) Determine the wavelength 2, wavenumber K,...
In the diagram below the displacement-time-graph of a spring oscillator is given. 0.2 0.4 0.6 0.8 1.2 For a amplitude of A-7.9cm find the maximum velocity. Write your result in m/s with 2 decimal places, e.g. for 1.25789 m/s write: 1.26
Problem 4. (10 pts) Write x(t) = cos (2t -) in terms of x(t) Ce/2t C2e-j2¢ where C1 and C2 are two complex numbers. Find the values of C1 and C2.