**Question:** Given \( v_1 = 2\cos(2t) \) and \( v_2 = 5 \cos(0.25t) \). Find the voltage at node A.**Description of the Circuit Diagram:**The diagram represents a complex electrical circuit with the following components and configuration:- There is a voltage source \( v_1 = 2\cos(2t) \) connected in series with a 6 Henry inductor (6H).- The node at the top of this inductor is labeled as node A.- From node A, a 0.5 Farad capacitor (0.5F) is connected directly across to another voltage source \( v_2 = 5 \cos(0.25t) \).- In parallel with the capacitor, connected to node A are a 1 Farad capacitor (1F) and, in series, a 4 Henry inductor (4H).**Objective:**Determine the voltage at node A given the voltage sources \( v_1 \) and \( v_2 \).

Given: V1 = 2cos (2t) , ω1= 2 rad/s V2 = 5 cos(0.25t) , ω2= 0.25 rad/s

Answered: Q: v1= 2cos(2t) and v2= 5 cos(0.25t).…

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Q: v1= 2cos(2t) and v2= 5 cos(0.25t). Find .the voltage at node A