Question

For each graph below, you are instructed to find the RMS. However, do NOT find it. Instead, find the equation for each "segment" of the graph.

For example:

Period (T= 6 ms) Vminimum = 0V,Vpeak = 6V тії Voltage waveform falls across R2=102. Vrms=?, Power dissipation in R2? Write equations for each segment V1 R2 {R2} v7(t) = 2t v2(t) = -2t + 12 = 2(-t+ 6) = -2(t – 6) -Vpeak Vminimum Vins = S {(v, (t)}² dt + f§{(v2(t)}² dt = 4{(e?} dt + f, 4{(t – 6)²3 dt] Time (s) T (period) 3 ms rms 6 ms Let u = (t- 6), then dt = du, [S t² dt + S°z u² du] Vins = t = 6 = u = 0 t = 3 = u = -3, тms (A) 'A

Do only the green part.

Remember to not skip any steps and explain/show HOW you got the equations.

Answer 1

equations only then there is As you have asked to find the no need to calculate . Als values Graph 1): V peak lor; Vmin = ovi T= 13msec an. on -*- - - - > msec 1.65 T=13 k| here, so I will → Nothing is mentioned take it as . Niltr (0,0) (6.5.10) (4-0)- 1 (2-0). (wit) = € (6.5,10), (13,0) 40-0) (t-13) Valt) = -207+20213 [Vect) = -20 t +20] Graph 2/6 V peak = 21; Nomin=ov; T, = 8msec. iT2 = 3mse, Ps= amsee volt) ka \va (H a m . -msec. V.(t) (0,0) (8.2) _पु-d 5 [h(t) = 1 + Vy(t) = 2 Vg (4) (112), (1.0). HO V-0 = 2(t-18) |us (t) = -27, 301