TT Problem 6: (1) Transform to pasor domain: (polar and rectangular forms: (a) 10 cos (1000t + b) -) (b) 10 cos (1000t (

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Tt Problem 6 1 Transform To Pasor Domain Polar And Rectangular Forms A 10 Cos 1000t B B 10 Cos 1000t 1 (126.62 KiB) Viewed 66 times

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TT Problem 6: (1) Transform to pasor domain: (polar and rectangular forms: (a) 10 cos (1000t + b) -) (b) 10 cos (1000t (c) 10 sin (1000t + ) (a) 10 sin (1000+ -) 0 (II) Transform to time domain: (with w = 2000 rad/s) (a) 20 230° (b) 20 47 (c)20 2 – 45° 2 (c) 20 2 – 45° (b) 20 Z1/3 = TT (III)Simplify to get C = A +jB where a AND B are both Real: (a) C = (3-j4) (2 + j5) (2 + 35) (b) C = (3 - 04) (3 – 34) (C) C = (3-j4)ejn/6 јп _јп = јп - (d) C = (3 – j4)e 6 + (3 + j4)e јп (d) C = (3 – j4)e 6 – (3+j4)e 6 1 (e) C= (3 – j4) (3 + j4) 1