How much of the reflected sound is heard by person A?

AI Thread Summary
The discussion revolves around calculating the frequency of sound heard by person A after reflection from person D, using Doppler's Equation. The initial calculations for frequencies received and reflected sound are presented, with specific answers derived for different scenarios. A request for clarification on one of the calculations highlights the need for additional equations, specifically related to beat frequency. The conversation emphasizes the application of relevant equations to solve for the frequencies involved. Overall, the thread focuses on the complexities of sound frequency perception in a dynamic environment.
Helly123
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Homework Statement



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2. Homework Equations

Doppler's Equation

The Attempt at a Solution


(1)[/B] freqA = (v sound - vA )/(v sound - v B) . freq B
*v A = 0 (static)
= V/(V - v) . freq B ...Answer : (d)

(2) freq A hear which is reflected sound by D
first find freq D, *v D, v A = 0 (static)
freq D received from B = (v sound - v D) / (v sound + v B) . freq B
freq D = V / (V + v) . Freq B
freq A = (v sound - v A) / (v sound - v D) . freq D
freq A = V / V . freq D
freq A = V / (V + v) . Freq B ...Answer : (c)

(3) can someone give me clue about this one?

(4) freq C = (v sound + v C) / (v sound - v B) . freq B
freq C = (V + v) / V . Freq B... Answer : (a)

(5) freq A which reflected by D
freq D received from B = (v sound + v D) / (v sound - v B) . freq B
freq D = (V + v)/V . freq B
freq A received from D = (v sound - v A)/(v sound - v D). freq D
freq A = (V) / (V - v) . (V + v) / V . freq B
freq A = (V + v) / (V - v) . freq B ...Answer : (e)are the other numbers also in right way?
 
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Hello again,

I think you did fine applying the relevant equation you give.
Helly123 said:
(3) can someone give me clue about this one?
but for (3) you need another relevant equation involving the answers for (1) and (2). Easily found if you google beat frequency.
 
(3) f beat = absolute (f2 - f1)
F beat = absolute ( f reflected - Aa)
F beat = abs f(V / (V + v) ) - f( V/(V -v) )
F beat = abs fV(V-v) - (V + v) / (V^2 - v^2)
F beat= abs f.V(-2v)/(V^2 - v^2)
F beat = 2Vv / (V^2 - v^2).f
 
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