Find the fundamental frequency of vibration of a wire 50 cm in length stret 0.5 kg. What is the frequency of its first overtone ? Mass of wire = 0.98 g.
Q: Q. 2. (a) Calculate the resonant frequency of a cylindrical resonantor of the following dimensions.…
A:
Q: The string of a cello playing the note C oscillates at 264 HzHz.
A:
Q: A guitar string's fundamental frequency is 440HZ. What is the frequency of the third harmonic?
A: Given data: Fundamental frequency (f1) = 440 Hz Required: Frequency of the third harmonic
Q: What is the fundamental frequency of a musical instrument if the frequency of t 9th overtone is 240…
A: Given that 9 overtone of fundamental frequency of musical instrument. Then we have to determine…
Q: band has two string instruments with 75-cm long and linear densities of 0.75 g/m
A: Given mass density =0.75 g/m Tension in the string T = 30 N
Q: A string with a mass of 6.5 g and a length of 3.68 m has one end attached to a wall; the other end…
A:
Q: A steel with with a linear density of 3.78 kg/m is stretched between two nails and has a tension of…
A: Given data The linear density of the steel is μ = 3.78 kg/m The tension in the wire produced is T =…
Q: A0.014-kg string is clamped at both ends. Its linear mass density is 0.029 kg/m. Under what tension…
A:
Q: A metal wire of length 20 cm and diameter 0.2 mm is stretched by a load of 2 kg wt. If the density…
A: To find- Fundamental frequency of wire=? Given- l=20 cm=0.2 m d=0.2 mm=0.2×10-3 m r=10-4 m density…
Q: A periodic vibration at x = 0, t = 0 displaces air molecules along the x direction by smax = 4.6E-05…
A: Intensity of the wave is given the formula I=ρA2ω2vA=amplitude, v =velocity, ω= angular frequency
Q: A wire with a length of 100 cm is tied between two supports. The tension in the wire is 50N. The…
A:
Q: A wire with mass 50 g is stretched so that its ends are tied down at points 90 cm apart. The wire…
A: GivenMass of wire (M) = 50 g = 50 ×10-3 kg =5×10-2 kgLength of the wire (l) = 90 cm = 90 × 10-2 m =…
Q: A metal wire of length 20cm and diametre 0.2mm is streched by a load of 2kg of the density of the…
A:
Q: A wire of length 100 cm and having mass of 3 gram is subjected to a tension of 29.4 N. Calculate the…
A: Description : In this question we have to calculate the fundamental frequency (n) of vibration of…
Q: string of length 0.3 m is fixed at both ends. The string is plucked and a standing wave is set up…
A:
Q: A Martin Dreadnought steel string acoustic has strings with fixed ends that are 25.4 in, or 64.5 cm,…
A:
Q: 19. A 125 cm length of string has a mass of 2.00 g. It is stretched with a tension of 7.00 N between…
A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…
Q: A string of length 0.4 m is fixed at both ends. The string is plucked and a standing wave is set up…
A: Given, L= 0.4m v= 138.3 m/s n= 3 (since, third harmonic)
Q: A sonometer wire of length 0.5 m is stretched by a weight of 5 kg. The fundamental frequency of…
A: To find- Linear density of material (m)=? Given- Length (L)=0.5 m Load attached=5 kg=5×9.8 N=49.0 N…
Q: Two wires of the same materials when sounded together give by four beats per second. The diameters…
A:
Q: A tuning fork P produces 5 beats with another tuning fork Q whose frequency is known to be 284Hz.…
A: Given: Frequency of tuning fork Q = 284 Hz number of beats = 5
Q: In general, the smaller the vibrating element, the its pitch O lower higher softer louder
A: Asked: The nature of pitch when the vibrating element is smaller.
Q: The lowest-frequency string of a violin is 0.33 m long and is under a tension of 55 N. The…
A: Given:- The lowest-frequency string of a violin is L = 0.33 m long. The tension T = 55 N The…
Q: A tuning fork of unknown frequency gives 4 beats/s. With another fork of frequency 310Hz , it gives…
A:
Q: particular strain in a piano has length 1.7 m and it’s tied into attention of 353 N. If waves were…
A: Given:- A particular strain in a piano has length 1.7 m and it’s tied into attention of 353 N. The…
Q: A steel wire in a piano has a length of 0.70 m and a mass of 4.3 grams. The speed of the wave…
A:
Q: Two piano strings are played together producing 3 beats per second. The pitch of the first string is…
A:
Q: A band has two string instruments with 75-cm long and linear densities of 0.75 g/m and 1.5 g/m…
A:
Q: Write your understanding about coherent waves. A steel wire in a piano has a length of L = 0.9m а.…
A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…
Q: 5T -1 Consider a wave described by the wave function y (x,t)= 0.50m sin ( 3 x + 4 t + :), find the…
A:
Q: Ex. : A wire of 1 m long and welghting 2 gm, will be in resonance with a frequency of S00 Hz. Find…
A: To find- Tension on wire (T)=? Given- Length of wire (l)=1 m Mass of wire (M)=2 gm=2 x 10-3 kg…
Q: A certain metal with atomic mass 2.3∗10-25 kg has an interatomic bond with length 2.4∗10-10 m and…
A: Given,
Q: What is a vibrational frequency of the n=6 harmonic of a string of length 0.71 m strung at the…
A:
Q: A pulse moves along a 6.5 m long taught string at 21 m/s. If the tension of the string is 4.3 N,…
A:
Q: In Meld's experiment, turning fork was arranged in parallel position and 6 loops were formed along a…
A: We need to compute- Frequency of tuning fork (N)=? Given- The tuning fork has been arranged in…
Q: When the wire of a sonometer is 73cm long , it is in resonance with a tuning fork. On shortening the…
A:
Q: A wave is modeled with the function y(x,t) = (0.72m) cos((0.03rad/m)x − (0.58rad/s)t + π/3). Find…
A: Given data :- equation of wave - y(x,t) = (0.72m) cos((0.03rad/m)x − (0.58rad/s)t + π/3)
Q: What is the fundamental frequency of a musical instrument if the frequency of the 7th overtone is…
A: For open end instrument , The frequency of mth vibration is given by the formula nm = mv/(2l) where…
Q: A copper bar is struck at one end. The sound traveling through the bar reaches the other end 6 ms…
A:
Q: A wire is under tension due to a hanging mass. The observed wave speed is 24m/s when suspended mass…
A:
Q: A female orb spider has a mass of 0.50 g. She is suspended from a tree branch by a 1.1 m length of…
A: The tension in the spider silks is, T=mgT=(0.5×10-3)(9.8)T=4.9×10-3N
Step by step
Solved in 2 steps
