Using the superposition principle, find ix in the circuit given below, where R=9 . Please report your answer so the magnitude is positive and all angles are in the range of negative 180 degrees to positive 180 degrees. 10cos(2t+10°) A F 4 H R www 20cos(2t -60°) V The component of the current due to the voltage source it is The component of the current due to the current source is i2 The value of ix= cos(2t+ ( °)) A. cos(2t+ cos(2t+ ( °)) A. °)) A.

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Problem 10.043 - Superposition when sources have same frequencies
Using the superposition principle, find ix in the circuit given below, where R = 9 2. Please report your answer so the magnitude is
positive and all angles are in the range of negative 180 degrees to positive 180 degrees.
10cos(2t + 10°) A
F
4 H
R
+
20cos(2t -60°) V
The component of the current due to the voltage source it is
The component of the current due to the current source is 12
The value of ix=
cos(2t+ (
°)) A.
cos(2t+
cos(2t+ (
)) A.
°)) A.
Transcribed Image Text:Problem 10.043 - Superposition when sources have same frequencies Using the superposition principle, find ix in the circuit given below, where R = 9 2. Please report your answer so the magnitude is positive and all angles are in the range of negative 180 degrees to positive 180 degrees. 10cos(2t + 10°) A F 4 H R + 20cos(2t -60°) V The component of the current due to the voltage source it is The component of the current due to the current source is 12 The value of ix= cos(2t+ ( °)) A. cos(2t+ cos(2t+ ( )) A. °)) A.
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