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o X(@) hangisidir? 00 27 X(w) ejut da u1012 x(t) e-jkwot dt İşaret Frekans Domeni x(t) e-jwt dt x(t) x(t – to) X(@) u1012 u10 elwot x(t) e-juto X(w) X(w – wo) 93619210 x1(t) X2(t) X,(w) X2(w) x,(t) x x,(t)(X, (w) + X,(w)) u1012 u101210007 - 1693619210 x,(t) + x2(t) 2л 33619210 X,(w) x X2 (w) u101210007 - 1693 u101210007 - 169361921 u101210001693619210 u101210007 - 1693u B 33619210 -1 01210007 - 1693619210 u101210007 - 1693 sin(2w) A t(sn.) Hiçbiri u101210007 - 169361921 e-jw u101210007 - 1693619210 u101210007 - 169 1 (e-j3w sin(3w) - e-jo sin(w)) u101210007 1693 1693619210 u101210007 - 1693619210 u101210007 - 1693619210 D 1 - sin(2w) u101210007 - 1693619210 u101210007 - 169361921 17-1693619210 | u101210007 - 16 u101210007 - 169361921 u101210007 - 1693619210 1 (sin(3w) – sin(w)) 10007 - 1693619210 u101210007 - 1693619210 u101210007 - 1693619210 u101210007 - 169361921 u101210007 - 1693619210 u101210007 - 1693619210 u101210007 - 169361921 3. 1/2 (1)x

o X(@) hangisidir? 00 27 X(w) ejut da u1012 x(t) e-jkwot dt İşaret Frekans Domeni x(t) e-jwt dt x(t) x(t – to) X(@) u1012 u10 elwot x(t) e-juto X(w) X(w – wo) 93619210 x1(t) X2(t) X,(w) X2(w) x,(t) x x,(t)(X, (w) + X,(w)) u1012 u101210007 - 1693619210 x,(t) + x2(t) 2л 33619210 X,(w) x X2 (w) u101210007 - 1693 u101210007 - 169361921 u101210001693619210 u101210007 - 1693u B 33619210 -1 01210007 - 1693619210 u101210007 - 1693 sin(2w) A t(sn.) Hiçbiri u101210007 - 169361921 e-jw u101210007 - 1693619210 u101210007 - 169 1 (e-j3w sin(3w) - e-jo sin(w)) u101210007 1693 1693619210 u101210007 - 1693619210 u101210007 - 1693619210 D 1 - sin(2w) u101210007 - 1693619210 u101210007 - 169361921 17-1693619210 | u101210007 - 16 u101210007 - 169361921 u101210007 - 1693619210 1 (sin(3w) – sin(w)) 10007 - 1693619210 u101210007 - 1693619210 u101210007 - 1693619210 u101210007 - 169361921 u101210007 - 1693619210 u101210007 - 1693619210 u101210007 - 169361921 3. 1/2 (1)x

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Question
Which is X(w)? I to ourdes L-160etatiet (tle-ude de Signal Frequency Domain a (t) x(t-1) e-tex() X) (xt all ) X(-) x{- ) (0) e) Question X) X() X(05) *3(e) * x2(0)2((as) • X(.) 1,(1) X(t) X(w) x X20) (n.) without (2) (erow sin (30) – tw siu (w) without (20) (sin (3) - sin ()
Transcribed Image Text:Which is X(w)? I to ourdes L-160etatiet (tle-ude de Signal Frequency Domain a (t) x(t-1) e-tex() X) (xt all ) X(-) x{- ) (0) e) Question X) X() X(05) *3(e) * x2(0)2((as) • X(.) 1,(1) X(t) X(w) x X20) (n.) without (2) (erow sin (30) – tw siu (w) without (20) (sin (3) - sin ()
X(@) hangisidir? 00 X(@) ejat dw u1012 x(t) e-jkwot dt İşaret Frekans Domeni x(t) e-jwt dt x(t) x(t – to) X(@) e-juto X(w) u1012 u10 elwot x(t) X(w – wo) 93619210 x1(t) X,(w) X2(w) x,(t) x x,(t)(X, (w) + X,(w)) x2(t) u1012 u101210007 - 169361921 x1(t) * x2(t) 33619210 X,(w) x X2 (w) u101210007 - 1693 u101210007 - 169361921 u101210001693619210 u101210007 - 1693 B 33619210 -1 01210007 - 1693619210 u101210007 - 1693 sin(2w) A t(sn.) Hiçbiri u101210007 - 169361921 e-jw u101210007 - 1693619210 u101210007 - 169 1 (e-j3w sin(3w) - e-jw sin(w)) u10120007 1693 1693619210 u101210007 - 1693619210 u101210007 - 1693619210 D 1 - sin(2w) 7-1693619210 u101210007 - 1693619210 u101210007 - 169361921 | u101210007 - 16 u101210007 - 169361921 1 (sin(3w) – sin(w)) u101210007 - 1693619210 10007 - 1693619210 u101210007 - 1693619210 u101210007 - 1693619210 u101210007 - 169361921 u101210007 - 1693619210 u101210007 - 1693619210 u101210007 - 169361921 3. 1/2
Transcribed Image Text:X(@) hangisidir? 00 X(@) ejat dw u1012 x(t) e-jkwot dt İşaret Frekans Domeni x(t) e-jwt dt x(t) x(t – to) X(@) e-juto X(w) u1012 u10 elwot x(t) X(w – wo) 93619210 x1(t) X,(w) X2(w) x,(t) x x,(t)(X, (w) + X,(w)) x2(t) u1012 u101210007 - 169361921 x1(t) * x2(t) 33619210 X,(w) x X2 (w) u101210007 - 1693 u101210007 - 169361921 u101210001693619210 u101210007 - 1693 B 33619210 -1 01210007 - 1693619210 u101210007 - 1693 sin(2w) A t(sn.) Hiçbiri u101210007 - 169361921 e-jw u101210007 - 1693619210 u101210007 - 169 1 (e-j3w sin(3w) - e-jw sin(w)) u10120007 1693 1693619210 u101210007 - 1693619210 u101210007 - 1693619210 D 1 - sin(2w) 7-1693619210 u101210007 - 1693619210 u101210007 - 169361921 | u101210007 - 16 u101210007 - 169361921 1 (sin(3w) – sin(w)) u101210007 - 1693619210 10007 - 1693619210 u101210007 - 1693619210 u101210007 - 1693619210 u101210007 - 169361921 u101210007 - 1693619210 u101210007 - 1693619210 u101210007 - 169361921 3. 1/2
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