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Question 1Represent the following current in polar notation.i(t)= 20 sin (ωt+60°)
Question 2Calculate the AC steady state current when v(t)=100 sin(200t+60) for the element L=5mH. Represent the current in polar notation and in time domain
Question 3If the current i(t)=20 sin (314t) amperes passes through a pure capacitor C=12μF, calculate the voltage across the element.
Represent the voltage in phasor notation and time domain
Question 4Determine the impedance value for the applied voltage v(t) = 30 sin (1000t+75°) and i(t) =6 sin (1000t+95°) and also draw the phasor impedance diagram.
Question 5Voltage source Vm = 20∠0° is connected in series with the two impedances Z1 = 80∠0Ω and Z2 = 6∠60Ω.
Calculate the voltage across each impedance.
Question 6Convert the complex number into polar form 6-j9.
Verified Expert
In the 1st problem i have written sin function in polar form using magnitude- angle condition than in 2nd problem i used inductor Voltage and current relationship to find the current.In 3rd problem i used same for capacitor as i did for inductor in problem 3 .in problem 5 , i used voltage division rule to get final answer .
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