The snapshot graph at t=1 s and the history graph at x=1 cm of a wave are shown below (snapshot on left, history on right).
Amplitude = cm Frequency = Hz Speed = cm/s
(a) According to the graphs and their values indicated, the amplitude will be A = 2.5 cm
From y vs t graph the time period (T) is 2 s (time difference for one full sine wave). Therefore, the angular frequency, = 2/T = 2/2 = rad/s. The frequency, f = /2 = 0.5 Hz
From y vs x graph, the wavelength () is 2.5 cm (length of a full sine wave). Therefore, the speed of the wave will be v = f = 0.5 Hz x 2.5 cm = 1.25 cm/s
(b) The wave vector, k = 2/ = 2/2.5 = 2.51327 cm-1, and angular frequency, = rad/s = 3.14159 rad/s, The amplitude of the traveling wave, A = 2.5 cm. Therefore the equation for progressive wave is given by
The snapshot graph at t=1 s and the history graph at x=1 cm of a wave...
(1 point) The snapshot graph at t = 3 s and the history graph at x = 3 cm of a wave are shown below (snapshot on left, history on right). y(cn) y(cn) ---- 2 --- ---2- 2 / 3 x(c ----21 a. What are the amplitude, frequency, and speed of the wave? Amplitude = cm Frequency = Speed = cm/s b. What is the equation of this wave, expressed as y = f(x,y)? Express the coefficients of the x...
(1 point) The snapshot graph at t = 1 s and the history graph at x = 2 cm of a wave are shown below (snapshot on left, history on right). y(cn) y(cn) 1-21 --21 - - - -1 1 --- --- -- 1- 1 3 x(cn I-----1 1-- - -- ---- 2 -- - a. What are the amplitude, frequency, and speed of the wave? Amplitude = 2.5 cm Frequency = 0.5 Hz Speed = cm/s b. What is...
first three answers are correct but can not get the equation of the wave correct Course: PHYS-1050-A-Introd... X WebWork : Ph 8-1050A-Fall... Home - Socrative (1 point) The snapshot graph at 1 = 3 s and the history graph at x = 2 cm of a wave are shown below (snapshot on left, history on right). ucn) y(cn) NANNA LV W a. What are the amplitude, frequency, and speed of the wave? Amplitude = 1 Frequency - 1 Hz Speed...
y(cm) 1) Snapshots Make History. A snapshot graph of a wave at t 2 s is shown to the right. If the wave travels at 1 m/s to the left, draw the history graph for this wave at x 3 m from t = 0 s to t 6 s. Your solution must contain at least 3 sketches of snapshot graphs at different times. 1 m/s x (m) 1 2 3 4 5 6 7 -1
(Figure 1) is a snapshot graph of a wave at t = 0 s . What is the history graph for this wave at x = 6 m , for t = 0 s to 6 s ? Option 1) Option 2) Option 3) Option 4) y (cm) m/s x (m) 1 1 2 3 4 5 6 7
Item 2 What is the snapshot graph of this wave at t = 0 s ? Constants1 Periodic Table 0 m of a wave (Figure 1) shows a history graph at moving to the right at 1 m/s. y (cm) x (m) -2-| | i\2 3/ 4 5 6 -H Figure 1 of 1 y (cm) -6-5-4 13-21 y (cm) y (cm) 3-2-11 23 4 5 6
(Figure 1) shows a history graph at x = 0 m of a wave moving to the right at 1 m/s. What is the snapshot graph of this wave at t = 0 s ? Item 8 What is the snapshot graph of this wave att 0 s? Constants|Periodic Table cm (Figure 1) shows a history graph at at 1 m/s. 0 m of a wave moving to the right x(m) 2-12 34 5 6 cm x(m) -6-5-4 13-2/1 y...
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,...
The figure below shows a history graph at x=2 m of a wave moving to the right at 1 m/s. Draw a snapshot graph of the wave at t=1 s. (A) Draw a history graph first, then explain briefly the procedure to draw the snapshot graph. (B) Draw a neat snapshot graph with correct units and labels. y (cm) . t (s) ㄒㄧ -2-2 3/4 5 6 1-
The figure below shows a history graph at x-2 m of a wave moving to the right at 1 m/s. Draw a snapshot graph of the wave at t-1s. y (cm) t (s) -2-12 3/4 5 6 (A) Draw a history graph first, then explain briefly the procedure to draw the snapshot graph. (B) Draw a neat snapshot graph with correct units and labels.