AW-3 Two sound waves arriving at the same point Q in space are described at that point by the equations:Pi = Pm COS wt and p, =pm cos(@t-0).a) Use phasors to find graphically the amplitude of the sum of the two waves for:Trad1. 0 = 0, 2. Q =.Tradand 4. 0 =4rad3. Q =3b) Use the equation for the net wavePnet = 2p, cos cos(@t-) to find the amplitude of the sum of the two waves at point Q.analytically for 1. = 0, 2. =2TradTrad3. =Tradand 4. Q =3A W-4 Tuo sinusoidal sound rOues AnswersAW-1 a) 3.46cm b) 3.46cm c) 4.36cm (this is not a typo). Only the graphical method can be usedfor this part because the anmplitudes of the two wayes are not the sarne,AW-2 83°AW-3 a) and b): 1. Pnet=2Pm 2. Pue=1.41pm 3. Pnet=1.73pm and 4. pnet-1.85pmAW-4 pnet-1.17p.AW-5 a) 70.0m/sc) 4.74cm d) 42.0°AW-6 paet-4.47x10 N/m2b) yı lies along the +x axis, y2 is 115° counterclockwise from the tip of y1.

Answered: Image /qna-images/answer/a1cfe340-26e7-4ea6-b9cf-ea59f03c3382.jpg

7-3 Two sound waves arriving at the same point Q in space are described at that point by the equations: P, Pm COS wt and p2 pm Ccos(@t-0). a) Use phasors to find graphically the amplitude of the sum of the two waves for: Trad 3. 0 =. 3 b) Use the equation for the net wave Trad 1. 0 = 0, 2. O =. 2 Trad and 4. 0 = 4 Pnet = 2p,, cos- -cos(@t-) to find the amplitude of the sum of the two waves at point Q. 2 Trad Trad Trad analytically for 1. O = 0, 2. =. 3. 0 = 2 and 4. D = 4 14 Two siusoidal sound woye

7-3 Two sound waves arriving at the same point Q in space are described at that point by the equations: P, Pm COS wt and p2 pm Ccos(@t-0). a) Use phasors to find graphically the amplitude of the sum of the two waves for: Trad 3. 0 =. 3 b) Use the equation for the net wave Trad 1. 0 = 0, 2. O =. 2 Trad and 4. 0 = 4 Pnet = 2p,, cos- -cos(@t-) to find the amplitude of the sum of the two waves at point Q. 2 Trad Trad Trad analytically for 1. O = 0, 2. =. 3. 0 = 2 and 4. D = 4 14 Two siusoidal sound woye

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter16: Waves

Section: Chapter Questions

Problem 137AP: A trough with dimensions 10.00 meters by 0.10 meters by 0.10 meters is partially filled with water....

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