Download - UTS VARKOM
![Page 1: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/1.jpg)
UTS VARKOMSOAL#1
![Page 2: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/2.jpg)
SOAL#1.A
![Page 3: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/3.jpg)
SOAL#1
)1(1
11)(
)1()1(1)(
)1()1()1()(
22
22
22
2
2
2
ssse
ssssF
ssse
ssssssF
ssse
sssss
sssesssF
s
s
ss
![Page 4: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/4.jpg)
Pecahan Parsial
101101
100111
11
1
1100
11
10
1)1(1
22
222
22
22
CCBB
sssCsB
CsBsssssCBs
s
ssAs
ssCBs
sA
sss
![Page 5: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/5.jpg)
Pecahan Parsial
111
)1(1
111
)1(1
22
22
sss
ssss
sss
ssss
![Page 6: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/6.jpg)
Masukkan Hasil Pecahan Parsial
111
11)(
)1(1
11)(
22
22
sss
se
ssssF
ssse
ssssF
s
s
![Page 7: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/7.jpg)
Manipulasi Penyebut menjadi pergeseran sumbu S
432
21
432
21
43
412
43
412
22
111)(
111)(
111
11)(
ss
se
sssF
sss
se
ssssF
sss
se
ssssF
s
s
s
![Page 8: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/8.jpg)
Sesuaikan Pembilang menjadi pergeseran sumbu S
432
21
21
21
432
21
21
21
432
21
21
21
432
21
21
21
432
21
432
21
1)(
1)(
111)(
ss
se
ss
sF
ss
se
ss
sF
ss
se
sssF
s
s
s
![Page 9: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/9.jpg)
Inversekan Terpisah biar gak Pusing
)1()1(1()()(
)(1)()(
)(
1)(
432
21
21
21
432
21
21
21
432
21
21
21
tutgtgtf
sGs
esGsF
ss
sG
ss
se
ss
sF
s
s
![Page 10: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/10.jpg)
Inverse Laplace dari G(s)
tetetg
sss
sG
sss
sG
sss
ss
sG
tt
23
23
432
2123
432
21
21
432
21
23
32
21
432
21
21
432
2121
432
21
21
432
21
21
21
sin3
cos)(
)(31)(
))()(()(
)(
21
21
![Page 11: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/11.jpg)
Maka inverse Laplace dari F(s) adalah
)1()1(sin3
)1(cos1
sin3
cos)(
)1()1(1()()(
)1(sin3
)1(cos)1(
sin3
cos)(
23
)1(
23)1(
23
23
23
)1(
23)1(
23
23
21
21
21
21
21
21
21
21
tutete
tetetf
tutgtgtf
tetetg
tetetg
tt
tt
tt
tt
![Page 12: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/12.jpg)
SOAL#1.B
![Page 13: UTS VARKOM](https://reader036.vdokumen.com/reader036/viewer/2022082716/56816268550346895dd2d482/html5/thumbnails/13.jpg)
Maka inverse Laplace dari F(s) adalah
sssesF
tutttf
tuttf
tuttf
tuttf
s 122)(
)1()1)1(2)1(()(
)1()1)1(()(
)1())11(()(
)1()(
23
2
2
2
2