Problem 3 Two parallel waves E, = E01 sin(ot + a,) and E2 Eo2 sin(wt + az) are traveling together where w = 120m, Eo1 = 3, E92 = 15, a, = 1/3 and az = 1/2. a) (10 points) Find the resultant amplitude for the superposition of the two waves. b) (10 points) Find the initial phase of the resultant wave. c) (10 points) Determine the resultant wave of the superposition.
Problem 3 Two parallel waves E, = E01 sin(ot + a,) and E2 Eo2 sin(wt + az) are traveling together where w = 120m, Eo1 = 3, E92 = 15, a, = 1/3 and az = 1/2. a) (10 points) Find the resultant amplitude for the superposition of the two waves. b) (10 points) Find the initial phase of the resultant wave. c) (10 points) Determine the resultant wave of the superposition.
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![Problem 3
Two parallel waves E, = E01 sin(ot + a,) and E2 = Eg2 sin(ot + az) are traveling together where
w = 120m, Eo1 = 3, E92 = 15, a, = 1/3 and az = #/2.
a) (10 points) Find the resultant amplitude for the superposition of the two waves.
b) (10 points) Find the initial phase of the resultant wave.
c) (10 points) Determine the resultant wave of the superposition.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8b3216ee-79ff-4fa0-b33b-a0d20b3263a8%2F9e9c7b54-1791-4079-b843-5a2df32e67f3%2F7lumxg_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Problem 3
Two parallel waves E, = E01 sin(ot + a,) and E2 = Eg2 sin(ot + az) are traveling together where
w = 120m, Eo1 = 3, E92 = 15, a, = 1/3 and az = #/2.
a) (10 points) Find the resultant amplitude for the superposition of the two waves.
b) (10 points) Find the initial phase of the resultant wave.
c) (10 points) Determine the resultant wave of the superposition.
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