(Figure 1) shows a standing wave on a string. Point A on undo ng is shown at time t = 0. Part A For t>0, what are the earliest times, in terms of the wave's period T , that points B, C, and D reach the positions shown? Express your answer in terms of T separated by commas. tв, tc, tp Submit Request Answer Provide Feedback Next > igure < 1 of 1> В D
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- Need help with parts A and B plsTwo wave pulses on a string, each traveling 2 cm/s, are approaching each other. The first diagram below shows the shape of the string at time = 0 seconds. Draw what the string looks like at t = 1 second on the next graph. The axes are in cm.c) Determine the frequency. d) Determine the wave number. e) Determine the wave speed. f) Determent the angular speed. g) Determine the initial phase. h) Write the expression for the function that describe the wave, and give the numerical value for all the parameters.
- Make sure you answer all other wise I will give downvote 1. a) A wave is described by y= sin(5z -6t). This wave is a Marcel wave. standing wave. traveling wave. longitudinal wave. b) A wave is described by y= sin(5z -6t). The speed of this wave along the z-axis is 1.5 1.2 5 0.77 c) A wave is traveling along a stretched string with amplitude A and frequency f. You can tell there is energy stored in the wave because if you touch the string it whacks your hand so hard that it stings. If the amplitude of the wave is doubled, then the energy stored in a one-foot length of the vibrating string changes by a factor of 4 0.5 0.25 2 d) A wave is traveling along a stretched string with amplitude A and frequency f. You can tell there is energy stored in the wave because if you touch the string it whacks your hand sp hard that it stings. If the frequency of the wave is reduced by 1/2, then the energy stored in a one-foot length of the vibrating string changes by a…Please please as soon as possibleTwo identical point sources are generating waves with the same frequency and amplitude. The two sources are in phase with each other, so the two sources generate wave crests at the same instant. The wavelength of the waves is equal to the distance between the two sources. A. List all the labeled points where the waves from the two sources constructively interfere. If there are no such points, indicate that by stating "none". Separate each letter with a space. Hint: Determine the difference in the distance that each wave travels from the point sources. For example the difference between the distance travelled to B = 1.5λ - 0.5λ. Constructive interference occurs at ΔL=nλ. Destructive occurs at ΔL=nλ/2. B. List all the labeled points where the waves from the two sources destructively interfere. If there are no such points, indicate that by stating "none". Separate each letter with a space. Hint: Constructive occurs at ΔL=nλ. Destructive occurs at L=ΔL=nλ/2.
- ONLY ANSWER NO. 5Hello i wanna know the answer detailed pleasem/public/activity/6004002/assessment Google Redirecting... G. M Mail G Images M Wrie Zearn Math: A Com. 1 6.4.2 Teat (CST): Waves Question 1 of 13 A student rings a brass bell with a frequency of 100 Hz. The sound wave travels through brass, air, and glass. What is the wavelength of the wave in brass? Wave speed (m/s) Medium Brass 4,700 Air 346 Glass 5,640 A. 47 m B. 4.7 m C. 0.021 m D. 0.21 m PREVIOUS