please answer and include diagrams of where required. thank you! 1. A Sinusoidal AC voltage given by V(t) = 208VRMSSin (2n60t) is imposed on a 100 ohm purelyresistive circuit. What would be the proper expression [similar to V(t) but would be i(t)] forthe RMS current, le(t), in the circuit?Ir(t) =Explain how you would change the expression if the circuit had an inductor of 75ohminductive reactance instead of the resistance. [i.e. - Inductive current lu(t)]LL(t) =2. A parallel circuit having 2 branches records that Branch 1 has a 5-ohm resistor in serieswith a 10-ohm Capacitive reactance capacitor while Branch 2 has a 10-ohm inductivereactance inductor in series with a 5-ohm resistor. What are the impedance terms of eachbranch in rectangular form and in polar form?NOTE: Drawing yourself a circuit diagram would help and establishes a good starting point forcredit.BranchBranch 1 (R & C) Z1 =Branch 2 (L& B) Z2 =Rectangular form Polar form3. What is the total impedance of the combined 2-branch circuit (rectangular & polar forms)?(Show or explain method for max credit)Rectangular ZT =BranchBranch 1 (R & C) (1 =Branch 2 (L& B) 12 =Total CurrentPolar ZT=4. The Branches to the above circuit are charged by a 5Vac <0° source. What are the Branchcurrent values and what the total current value (rectangular & polar forms)? (Show or explainmethod for max credit)Polar form Rectangular form

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1. A Sinusoidal AC voltage given by V(t) = 208VRMsSin(2n60t) is imposed on a 100 ohm purely resistive circuit. What would be the proper expression [similar to V(t) but would be l(t)] for the RMS current, Ir(t), in the circuit? Ir(t) = Explain how you would change the expression if the circuit had an inductor of 75ohm inductive reactance instead of the resistance. [i.e. - Inductive current l(t)] LL(t) =

1. A Sinusoidal AC voltage given by V(t) = 208VRMsSin(2n60t) is imposed on a 100 ohm purely resistive circuit. What would be the proper expression [similar to V(t) but would be l(t)] for the RMS current, Ir(t), in the circuit? Ir(t) = Explain how you would change the expression if the circuit had an inductor of 75ohm inductive reactance instead of the resistance. [i.e. - Inductive current l(t)] LL(t) =

Power System Analysis and Design (MindTap Course List)

6th Edition

ISBN:9781305632134

Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma

Chapter2: Fundamentals

Section: Chapter Questions

Problem 2.1MCQ: The rms value of v(t)=Vmaxcos(t+) is given by a. Vmax b. Vmax/2 c. 2Vmax d. 2Vmax

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