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F(x)=2/(x^4+1). Write the equation y(x,t) for a wave traveling in the -x direction with velocity v=20...
(1) A wave is traveling in the positive-y direction with wavelength λ f Hz. At t is 6m 12 m and frequency 0, there is no displacement of the medium at the origin, but its amplitude a) Write the equation for the displacement of this wave as a function of position and (b) Draw a quantitatively accurate history graph (at y 3m) and snapshot graph (at t 2s) (c) What is the speed of the wave?
An electromagnetic wave is traveling in the y-direction (j). a)If the B-field has the equation: B(y,t) = Bmaxcos(kx-wt+j)i, what direction is the E-field? b)Write the equation for the E-field. c)If w = 4.398 x 10-6 rad/sec, what is l (in a vacuum)?
A traveling wave is described by the equation y(x,t) (0.17 m) cos(29 x+ 232 t), where x is measured in meter and t in seconds. What is the velocity of this wave in units of m/s? Enter a number with one digit behind the decimal point. Remember that in one dimension the sign of the velocity functions as the direction indicator.
A traveling wave equation is given by : y(x,t) = 5 Cos (rex - 2t) m. The velocity of the traveling wave is : (1/5) m/s O (5/) m/s none of them O(2/) m/s (1/2) m/s
Write the y-equation for a wave traveling in the negative x-direction with wavelength 10 meters, speed 2 m/s, and amplitude 40 centimeters
1) A square energy pulse traveling to the right with a speed v-2 m/s is given by the equation: f(x,t)-E if Ix-vtl<a f(x,t)-0 if lx-vtla where E is an energy constant and a a length constant. i) Plot this pulse as a funtion of x at t-0. ii) Plot this pulse as a function of x at t-4 s. iii) Expand this pulse as an infinite superposition of harmonic traveling waves of the type cos(ot-kx) where co/k-v.
1) A square...
The transverse diaplacement for a wave on a string traveling in the +x direction is y(x,t) = (0.0090) sin (66.8m^-1)x-(310s^-1)t) what is it’s a) velocity b)wavelength c)frequency d)period e)amplitude (in units)
A traveling wave is described by the equation: TT y(x, t) = (0.35 cm) sin ( 3173 107t + 4 Find: a. the wavelength of the wave; b. the period of the wave; c. the speed and direction of travel of the wave; Now consider the particle at x = 10 cm. d. Find the vertical displacement of the particle t = 0. e. Find the maximum transverse speed and acceleration of the particle. If the oscillator that is generating...
(1) A wave is traveling in the positive y direction with wavelength λ = 12 m and frequency f = 1/6 Hz. At t = 0, there is no displacement of the medium at the origin, but its amplitude is 6m. (a) Write the equation for the displacement of this wave as a function of position and time. (b) Draw a quantitatively accurate history graph (at y = 3m) and snapshot graph (at t = 2s). (c) What is the...
(1) A wave is traveling in the positive-y direction with wavelength λ “ 12 m and frequency f “ 1 6 Hz. At t “ 0, there is no displacement of the medium at the origin, but its amplitude is 6m. (a) Write the equation for the displacement of this wave as a function of position and time. (b) Draw a quantitatively accurate history graph (at y “ 3m) and snapshot graph (at t “ 2s). (c) What is the...