Part 1
An open pipe of length 2m is dipped in water . To what depth x is to be immersed in water so that it may resonate with a tuning fork of frequency 170Hz when vibrating in its overtone . Speed of sound in air is 340m/s
12
Nov
An open pipe of length 2m is dipped in water . To what depth x is to be immersed in water so that it may resonate with a tuning fork of frequency 170Hz when vibrating in its overtone . Speed of sound in air is 340m/s the radii are in the ratio 3:1 and the [...]
An organ pipe A closed at one end and vibrating in its first overtone pipe B open at booth ends vibrating in its third overtone are in resonance with a given tuning fork. The ratio of the lengths of Pipe A to that of B is
12
Nov
An organ pipe A closed at one end and vibrating in its first overtone pipe B open at booth ends vibrating in its third overtone are in resonance with a given tuning fork. The ratio of the lengths of Pipe A to that of B is the radii are in the ratio 3:1 and the [...]
An organ pipe p1 closed at one end viberating in its first overtone and another pipe p2 open at both ends viberating in
12
Nov
An organ pipe p1 closed at one end viberating in its first overtone and another pipe p2 open at both ends viberating in An organ pipe p1 closed at one end viberating in its first overtone and another pipe p2 open at both ends viberating in November 12, 2020 Category: Chapter 17 - Wave Motion [...]
Find the temperature at which the fundamental frequency of an organ pipe is independent of small variation in temperature in terms of the coefficient of linear expansion (α) of the material of the tube.
12
Nov
Find the temperature at which the fundamental frequency of an organ pipe is independent of small variation in temperature in terms of the coefficient of linear expansion (α) of the material of the tube. the radii are in the ratio 3:1 and the densities are in the ratio 1:2. The ratio of their fundamental frequencies [...]
Two wires are kept tight between the same pair supports. The tensions in the wires are in the ration 2:1, the radii are in the ratio 3:1 and the densities are in the ratio 1:2. The ratio of their fundamental frequencies is
12
Nov
Two wires are kept tight between the same pair supports. The tensions in the wires are in the ration 2:1, the radii are in the ratio 3:1 and the densities are in the ratio 1:2. The ratio of their fundamental frequencies is the radii are in the ratio 3:1 and the densities are in the [...]
A sonometer wire is divided into many segments using bridges. If fundamental natural frequencies of the segments are f1,f2f3,…. then the fundamental natural frequency of entire sonometer wire will be (if the divisions were not made)
12
Nov
A sonometer wire is divided into many segments using bridges. If fundamental natural frequencies of the segments are f1,f2f3,…. then the fundamental natural frequency of entire sonometer wire will be (if the divisions were not made) .... then the fundamental natural frequency of entire sonometer wire will be (if the divisions were not made) A [...]
A sonometer wire of length 1.5 m is made of steal. The tension in it produces an elastic strain of 1%. What is the fundamental frequency of density? elasticity of steel are 7.7×103kg/m3and2.2×1011N/m2 respectively?
12
Nov
A sonometer wire of length 1.5 m is made of steal. The tension in it produces an elastic strain of 1%. What is the fundamental frequency of density? elasticity of steel are 7.7×103kg/m3and2.2×1011N/m2 respectively? Two progressive wave are represented by the following equations ..y1=10sin2π(10t−0.1x) and y2=20sin2π(20t−0.2x). Find the ratio of their intensities November 12, 2020 [...]
A steel wire of length 503‾√cm is connected to an aluminium wire of length 60cm and stretched between two fixed supports. The tension produced is 104N , if the cross section area of each wire is 1mm2 . If a transverse wave is set up in the wire, find the lowest frequency for which standing waves with node at the joint are produced . (density of aluminimum =2.6gm/cm3 and density of steel =7.8gm/cm3 ). is connected to an aluminium wire of length 60cm and stretched between two fixed supports. The tension produced is 104N , if the cross section area of each wire is 1mm2 . If a transverse wave is set up in the wire, find the lowest frequency for which standing waves with node at the joint are produced . (density of aluminimum =2.6gm/cm3 and density of steel =7.8gm/cm3 ).
12
Nov
A steel wire of length 503‾√cm is connected to an aluminium wire of length 60cm and stretched between two fixed supports. The tension produced is 104N , if the cross section area of each wire is 1mm2 . If a transverse wave is set up in the wire, find the lowest frequency for which standing [...]
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A steel wire of length 503‾√cm is connected to an aluminium wire of length 60cm and stretched between two fixed supports. The tension produced is 104N ,
if the cross section area of each wire is 1mm2 . If a transverse wave is set up in the wire ,
Two progressive wave are represented by the following equations ..y1=10sin2π(10t−0.1x) and y2=20sin2π(20t−0.2x). Find the ratio of their intensities ,
A steel wire of length 60 cm and area of cross section 10−6 m2 is joined with an aluminium wire of length 45 cm and area of cross section 3×10−6 m2. The composite string is stretched by a tension of 80 N. Density of steel is 7800 kg m−3 and that of aluminium is 2600 kg m−3. The minimum frequency of tuning fork, which can produce standing wave in it with node at the joint is
12
Nov
A steel wire of length 60 cm and area of cross section 10−6 m2 is joined with an aluminium wire of length 45 cm and area of cross section 3×10−6 m2. The composite string is stretched by a tension of 80 N. Density of steel is 7800 kg m−3 and that of aluminium is 2600 [...]
Two progressive wave are represented by the following equations ..y1=10sin2π(10t−0.1x) and y2=20sin2π(20t−0.2x). Find the ratio of their intensities
12
Nov
Two progressive wave are represented by the following equations ..y1=10sin2π(10t−0.1x) and y2=20sin2π(20t−0.2x). Find the ratio of their intensities Two progressive wave are represented by the following equations ..y1=10sin2π(10t−0.1x) and y2=20sin2π(20t−0.2x). Find the ratio of their intensities November 12, 2020 Category: Chapter 17 - Wave Motion , MTG NEET Physics , Part 1 ,