Analisis Rangkaian Rangkaian Listrik - Ee-cafe.org
Analisis Rangkaian Rangkaian Listrik - Ee-cafe.org
Analisis Rangkaian Rangkaian Listrik - Ee-cafe.org
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Soal-Soal<br />
1. Carilah pernyataannya di kawasan s sinyal-sinyal berikut ini.<br />
−2t<br />
v1(<br />
t)<br />
= 10[1 − e ] u(<br />
t);<br />
v2(<br />
t)<br />
= 10[1 + 4t]<br />
u(<br />
t)<br />
−2t<br />
−4t<br />
v3(<br />
t)<br />
= 10[ e − e ] u(<br />
t);<br />
−2t<br />
−4t<br />
v4(<br />
t)<br />
= 10[2e<br />
− 4e<br />
] u(<br />
t)<br />
2. Carilah pernyataannya di kawasan s sinyal-sinyal berikut ini.<br />
o<br />
v1(<br />
t)<br />
= 15[sin(20t<br />
− 30 )] u(<br />
t);<br />
v2(<br />
t)<br />
= 15[cos20t<br />
− sin 20t]<br />
u(<br />
t)<br />
v3(<br />
t)<br />
= 15[cos20t<br />
− cos10t]<br />
u(<br />
t);<br />
v4(<br />
t)<br />
= 15[1 − 2sin10t]<br />
u(<br />
t)<br />
3. Carilah pernyataannya di kawasan s sinyal-sinyal berikut ini.<br />
−2t<br />
o<br />
v1(<br />
t)<br />
= 20[ e sin(20t<br />
− 30 )] u(<br />
t);<br />
−2t<br />
v2(<br />
t)<br />
= 20[ e (cos20t<br />
− sin 20t)]<br />
u(<br />
t)<br />
−2t<br />
v3(<br />
t)<br />
= 20[ e (cos20t<br />
− cos10t)]<br />
u(<br />
t);<br />
−2t<br />
v4(<br />
t)<br />
= 20[ e (1 − 2sin10t)]<br />
u(<br />
t)<br />
4. Carilah pernyataannya di kawasan s sinyal-sinyal berikut ini.<br />
2<br />
v1(<br />
t)<br />
= 15[cos 10t)]<br />
u(<br />
t);<br />
v2(<br />
t)<br />
= 15[(cos20t)(sin 20t)]<br />
u(<br />
t)<br />
−2t<br />
v3(<br />
t)<br />
= 20te<br />
u(<br />
t);<br />
−2t<br />
v4(<br />
t)<br />
= 20[ e sin10t]<br />
u(<br />
t)<br />
82 Sudaryatno Sudirham, <strong>Analisis</strong> <strong>Rangkaian</strong> <strong>Listrik</strong> (2)
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