SlideShare a Scribd company logo
1 of 4
Download to read offline
lbfF 2932 
lbfF 3933 
lbfF 4935 
lbfF 1931 
X
Y
o
42
o
22
o
52
xF5
yF5
yF2
x
F2 xF1
yF1
o
48
o
68
o
38
lbfF 5934 
o
FyF 47sin.11 
o
FxF 47cos.11 
131.6261 xF
141.1511 yF
o
FyF 67sin.22 
269.7082 yF
o
FxF 67cos.22 
114.4842 xF
o
FyF 37sin.55 
296.6955 yF
o
FxF 37cos.55 
393.7275 xF
xxxx FFFFF 5421 
3251 FFFFF yyyy 
-740.617 xF
-224.862 yF
22
  yx FFR
22
-224.862)((-740.617) R
774.001R
)(tan 1



x
y
F
F

)
740.617-
224.862-
(tan 1

16.889

More Related Content

Viewers also liked

Recommendation letter From David Dawson
Recommendation letter  From David DawsonRecommendation letter  From David Dawson
Recommendation letter From David Dawson
SAMUDRA BAGCHI
 
Recommendation Letter 2
Recommendation Letter 2Recommendation Letter 2
Recommendation Letter 2
Meghan Riley
 

Viewers also liked (10)

Recommendation letter From David Dawson
Recommendation letter  From David DawsonRecommendation letter  From David Dawson
Recommendation letter From David Dawson
 
Penn personas v2.2
Penn personas v2.2Penn personas v2.2
Penn personas v2.2
 
Management Derailers Presentation
Management Derailers PresentationManagement Derailers Presentation
Management Derailers Presentation
 
Proyeksi vektor mustika fierdaus ( 30 )
Proyeksi vektor mustika fierdaus ( 30 )Proyeksi vektor mustika fierdaus ( 30 )
Proyeksi vektor mustika fierdaus ( 30 )
 
Recommendation Letter 2
Recommendation Letter 2Recommendation Letter 2
Recommendation Letter 2
 
Avoiding Startup Burnout.
Avoiding Startup Burnout.Avoiding Startup Burnout.
Avoiding Startup Burnout.
 
Residuos Sólidos Urbanos
Residuos Sólidos UrbanosResiduos Sólidos Urbanos
Residuos Sólidos Urbanos
 
Webinar Plan Now For Year End Success
Webinar Plan Now For Year End SuccessWebinar Plan Now For Year End Success
Webinar Plan Now For Year End Success
 
2. marketing vorlesung - ws13 14 (thema 2. konsumentenverhalten)
2. marketing   vorlesung - ws13 14 (thema 2. konsumentenverhalten)2. marketing   vorlesung - ws13 14 (thema 2. konsumentenverhalten)
2. marketing vorlesung - ws13 14 (thema 2. konsumentenverhalten)
 
Cloud Work - Wie vernetzte Teams heute arbeiten
Cloud Work - Wie vernetzte Teams heute arbeitenCloud Work - Wie vernetzte Teams heute arbeiten
Cloud Work - Wie vernetzte Teams heute arbeiten
 

More from laurisahat07

Proyeksi vektor miranda wahyuni r ajaguguk ( 62 )
Proyeksi vektor miranda wahyuni r ajaguguk ( 62 )Proyeksi vektor miranda wahyuni r ajaguguk ( 62 )
Proyeksi vektor miranda wahyuni r ajaguguk ( 62 )
laurisahat07
 
Proyeksi vektor lauri sahat parulian manullang ( 92 ) msp
Proyeksi vektor lauri sahat parulian manullang ( 92 ) mspProyeksi vektor lauri sahat parulian manullang ( 92 ) msp
Proyeksi vektor lauri sahat parulian manullang ( 92 ) msp
laurisahat07
 
Proyeksi vektor theresia fanta ria( 70 ) msp
Proyeksi vektor theresia fanta ria( 70 ) mspProyeksi vektor theresia fanta ria( 70 ) msp
Proyeksi vektor theresia fanta ria( 70 ) msp
laurisahat07
 
Proyeksi vektor roy astika simatupang ( 88 )
Proyeksi vektor roy astika simatupang ( 88 )Proyeksi vektor roy astika simatupang ( 88 )
Proyeksi vektor roy astika simatupang ( 88 )
laurisahat07
 
Proyeksi vektor romi andika putra ( 44 ) msp
Proyeksi vektor romi andika putra ( 44 ) mspProyeksi vektor romi andika putra ( 44 ) msp
Proyeksi vektor romi andika putra ( 44 ) msp
laurisahat07
 
Proyeksi vektor mira kurnia irde( 20 ) msp
Proyeksi vektor mira kurnia irde( 20 ) mspProyeksi vektor mira kurnia irde( 20 ) msp
Proyeksi vektor mira kurnia irde( 20 ) msp
laurisahat07
 
Proyeksi vektor hawari putriningsih ( 51 ) msp
Proyeksi vektor hawari putriningsih  ( 51 ) mspProyeksi vektor hawari putriningsih  ( 51 ) msp
Proyeksi vektor hawari putriningsih ( 51 ) msp
laurisahat07
 

More from laurisahat07 (13)

Proyeksi vektor sudra ramadsyah (06)
Proyeksi vektor sudra ramadsyah (06)Proyeksi vektor sudra ramadsyah (06)
Proyeksi vektor sudra ramadsyah (06)
 
Proyeksi vektor miranda wahyuni r ajaguguk ( 62 )
Proyeksi vektor miranda wahyuni r ajaguguk ( 62 )Proyeksi vektor miranda wahyuni r ajaguguk ( 62 )
Proyeksi vektor miranda wahyuni r ajaguguk ( 62 )
 
Proyeksi fernanda sinaga ( 01 )
Proyeksi fernanda sinaga ( 01 )Proyeksi fernanda sinaga ( 01 )
Proyeksi fernanda sinaga ( 01 )
 
Proyeksi vektor lauri sahat parulian manullang ( 92 ) msp
Proyeksi vektor lauri sahat parulian manullang ( 92 ) mspProyeksi vektor lauri sahat parulian manullang ( 92 ) msp
Proyeksi vektor lauri sahat parulian manullang ( 92 ) msp
 
Proyeksi vektor irma susanti ( 31 )
Proyeksi vektor irma susanti ( 31 )Proyeksi vektor irma susanti ( 31 )
Proyeksi vektor irma susanti ( 31 )
 
Proyeksi vektor theresia fanta ria( 70 ) msp
Proyeksi vektor theresia fanta ria( 70 ) mspProyeksi vektor theresia fanta ria( 70 ) msp
Proyeksi vektor theresia fanta ria( 70 ) msp
 
Proyeksi vektor roy astika simatupang ( 88 )
Proyeksi vektor roy astika simatupang ( 88 )Proyeksi vektor roy astika simatupang ( 88 )
Proyeksi vektor roy astika simatupang ( 88 )
 
Proyeksi vektor romi andika putra ( 44 ) msp
Proyeksi vektor romi andika putra ( 44 ) mspProyeksi vektor romi andika putra ( 44 ) msp
Proyeksi vektor romi andika putra ( 44 ) msp
 
Proyeksi vektor mira kurnia irde( 20 ) msp
Proyeksi vektor mira kurnia irde( 20 ) mspProyeksi vektor mira kurnia irde( 20 ) msp
Proyeksi vektor mira kurnia irde( 20 ) msp
 
Proyeksi vektor lasri susanti ( 91 ) msp
Proyeksi vektor lasri susanti ( 91 ) mspProyeksi vektor lasri susanti ( 91 ) msp
Proyeksi vektor lasri susanti ( 91 ) msp
 
Proyeksi vektor hawari putriningsih ( 51 ) msp
Proyeksi vektor hawari putriningsih  ( 51 ) mspProyeksi vektor hawari putriningsih  ( 51 ) msp
Proyeksi vektor hawari putriningsih ( 51 ) msp
 
Proyeksi vektor aji santoso ( 31 ) msp
Proyeksi vektor aji santoso ( 31 ) mspProyeksi vektor aji santoso ( 31 ) msp
Proyeksi vektor aji santoso ( 31 ) msp
 
Proyeksi vektor adi firmansyah ( 74 ) msp
Proyeksi vektor adi firmansyah ( 74 ) mspProyeksi vektor adi firmansyah ( 74 ) msp
Proyeksi vektor adi firmansyah ( 74 ) msp
 

Proyeksi vektor fahmi haitami siagian ( 92 ) msp

  • 1. lbfF 2932  lbfF 3933  lbfF 4935  lbfF 1931  X Y o 42 o 22 o 52 xF5 yF5 yF2 x F2 xF1 yF1 o 48 o 68 o 38 lbfF 5934 
  • 2.
  • 3. o FyF 47sin.11  o FxF 47cos.11  131.6261 xF 141.1511 yF o FyF 67sin.22  269.7082 yF o FxF 67cos.22  114.4842 xF o FyF 37sin.55  296.6955 yF o FxF 37cos.55  393.7275 xF
  • 4. xxxx FFFFF 5421  3251 FFFFF yyyy  -740.617 xF -224.862 yF 22   yx FFR 22 -224.862)((-740.617) R 774.001R )(tan 1    x y F F  ) 740.617- 224.862- (tan 1  16.889