a girl oscillating the end of a rope creates waves while travel along the rope at a fixed speed towards the right. She oscillates the rope twice each second. She watches each wave she makes travel the 4 meter long rope in one second. How long is the wavelength of the wave she is producing?
SOLUTION :
In 1 sec. she competes 2 swings.
In 1 sec. wave travels 4 m
So, wave length = 4 / 2 = 2 m (ANSWER).
a girl oscillating the end of a rope creates waves while travel along the rope at...
A girl is fishing at the end of a pier. She notices that her bobber moves up and down 5 times in 4.5 s. She also notices a 3.0 m long boat pointing perpendicular to shore. She counts 4 full waves along the length of the boat. A) What is the frequency of the waves? B) What is their period? C) What is the wavelength of the waves? D) What is their wave speed? E) If the pier is 41.0...
You notice your classmate is oscillating the free end of a taut rope in a simple harmonic vertical oscillation with a frequency of 3.333 Hz and amplitude 5.5 cm. At time t = 0 the end has maximum negative displacement. If the wave speed is 11.1 m/s. a) Write a wave function describing this wave and identify the amplitude, period, wavelength, an phase constant of this wave. b) At t = 0 what is the vertical displacement of the rope...
5. The diagram shows a wave at a particular moment in time as it travels along a rope in the direction shown Which one of the following statements is true about the point P on the rope? (a) It is moving upwards (b) It is moving downwards (c) It is moving to the right. (d) It is momentarily at rest l' ·? 6. Two sinusoidal waves travel in the same medium but one with twice the wavelength of the other....
Two waves travel in opposite directions Due in 7 hours, 55 minutes A generator at one end of a very long string creates a wave given by Yix,t) -(2.00 cm)"cost(n/2)"(6.47x+ 9.34s1)and a generator at the other end creates the wave y2(x,t) (2.00 cm)*cos[(n/2)*(6.47*x - 9.34 s 1 *t)], where x is in meters and t is in seconds for both waves. Calculate the frequency of each wave Submit Answer Incorrect. Tries 4/99 Previous Tries Calculate the period of each wave....
A generator at one end of a very long string creates a wave given by y = (7.44 cm) cos[(π/2)(3.80 m-1x + 3.17 s-1t)] and a generator at the other end creates the wave y = (7.44 cm) cos[(π/2)(3.80 m-1x - 3.17 s-1t)] Calculate the (a) frequency, (b) wavelength, and (c) speed of each wave. For x ≥ 0, what is the location of the node having the (d) smallest, (e) second smallest, and (f) third smallest value of x?...
Please make a diorama of spatial and temporal waves
with explanations. Thx!
Diagram*
Longitudinal wave Transverse Wave Sourre mones Cails move left and right SeuIre mотеs up and doun Ceils moe ф авd dew left and right Enengy Transpart Eeg Transpart In a longitudinal wave the particles move parallel to the direction the wave is moving. a transverse wave the particles move at right angles to the direction of wave travel Wavelength Crest Сrest Amplitude Rest position Transverse Trongh OTOKOW...
Adjacent antinodes of a standing wave of a string are 20.0 cm apart. A particle at an antinode oscillates in simple harmonic motion with amplitude 0.600 cm and period 0.100 s. The string lies along the +x-axis and its left end is fixed at x = 0. The string is 70.0 cm long. At time t = 0, the first antinode is at maximum positive displacement. a. Is the right end of the string fixed or free? Explain. b. Sketch...
A generator at one end of a very long string creates a wave given by y1(x,t) (2.00 cm)*cos[(n/2)*(8.25*x5.22 s1*t)] and a generator at the other end creates the wave y2(x,t) = (2.00 cm)*cos[(n/2)*(8.25*x-5.22 s-1xt)], where x is in meters and t is in seconds for both waves Calculate the frequency of each wave Submit Answer Tries 0/99 Calculate the period of each wave Submit Answer Tries 0/99 Calculate the wavelength of each wave Submit Answer Tries 0/99 Calculate the speed...
Question 4 to 11 plz Dr?
Standing Waves on a String Physics Topics If necessary, review the following topics and relevant textbook sections from Serway / Jewett "Physics for Scientists and Engineers", 9th Ed. • Mathematics of Traveling Waves (Serway 17.2) • Speed of Waves on a String (Serway 17.3) • Superposition of Waves (Serway 18.1) • Standing Waves on a string (Serway 18.2, 18.3) Introduction Imagine two sinusoidal traveling waves with equal amplitudes and frequencies moving in opposite directions....
question 4-7
4. Travelling Waves and Their Characteristics A rope wave travels in the positive x -direction. You are also told that the speed of the wave is 1000 cm/s, its frequency is 200 Hz, and that the wave is subject to the following initial conditions: at x 0 and t = 0: y =-1 cm, and, at x = 0 and t : ar = +20 cm/s (this is the velocity of the point on the rope at horizontal...