Question

Current vs Time 125 100 Current in ma 75 25 10 Time in ms

Q.1.1 t = 2 ms (4) Q.1.2 t = 4 ms (2) Q.1.3 t = 6 ms (2) Q.1.4 t = 8 ms (2) Q.1.5 4) t = 10 ms. Why does the capacitor have t

Question 1 (Marks: 14) The Current waveform shown in Figure 1 runs through a 1 mF capacitor, calculate the voltage across fro

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given I in ma 100 1 Toms 8(ms) 12 ms tims] 4ms 100 t o<tc ons t>8 nį - c=1 mE Now Ź Sic.de Vert) с giren vc ro] = 0 volt 1.-)(!! Vc (t) = oct<8 ms : c(t) = 100+ Vc (t) 100 t.dt E]+ 1 Х 100 8 tk 3 10 6250 +²+k Vc (t] at a=7 Ve[o] =0 TO Find K Vero] 62sus=7 ic(t) = OMA Vc (t) = o. dt 1 Vc (t) = [O] + K Volt) K For şws 27 K TO Find velema] =? at t = 8 ms equation From Vc [Exp01.1] at } we=7 Ve (2 ms] =? at From a Vc [2 må 6250[2x102] 0-025 V Vc (2 ms] = 0 112] at § wh=7 Ve 1465] =? from Vc (4ms] =0115] at talons Nelloms] =? From 2 velioms] = 0.40 the Current is - Though Zero n there is stored Energy and there is is the

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