‘A’ sings with frequency ‘n’ and ‘B’ sings with a frequency ‘n/4’. If the energy remains the same and the amplitude of ‘A’ is ‘a’, then amplitude of ‘B’ is
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a
4a
b
2a
c
16a
d
8a
answer is A.
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Detailed Solution
Power =2π2A2f2ρVWhere A = Amplitude, f = Frequency, ρ=density of air and V = velocity of sound in air. ∴ 2π2A2n42ρV=2π2a2n2ρV⇒A=4a
‘A’ sings with frequency ‘n’ and ‘B’ sings with a frequency ‘n/4’. If the energy remains the same and the amplitude of ‘A’ is ‘a’, then amplitude of ‘B’ is