SlideShare a Scribd company logo
1 of 4
Download to read offline
lbfF 2512 
lbfF 3513 
lbfF 4515 
lbfF 1511 
X
Y
o
41
o
21
o
51
xF5
yF5
yF2
x
F2 xF1
yF1
o
49
o
69
o
39
lbfF 5514 
o
FyF 49sin.11 
o
FxF 49cos.11 
99.06491 xF
113.9611 yF
o
FyF 69sin.22 
234.3292 yF
o
FxF 69cos.22 
89.95042 xF
o
FyF 39sin.55 
283.8235 yF
o
FxF 39cos.55 
350.4935 xF
xxxx FFFFF 5421 
3251 FFFFF yyyy 
-712.48 xF
-187.54 yF
22
  yx FFR
22
-187.54)((-712.48) R
736.748R
)(tan 1



x
y
F
F

)
712.48-
187.54-
(tan 1

14.7473

More Related Content

Viewers also liked

Estilo neoclásico, neogótico y exótico
Estilo neoclásico, neogótico y exóticoEstilo neoclásico, neogótico y exótico
Estilo neoclásico, neogótico y exóticoCDPL17
 
14 o médico jesus - os três remédios
14   o médico jesus - os três remédios14   o médico jesus - os três remédios
14 o médico jesus - os três remédiosFatoze
 
Katrina Jordan Resume 2016
Katrina Jordan Resume 2016Katrina Jordan Resume 2016
Katrina Jordan Resume 2016katrina jordan
 
MSc disseration (LinkedIn) August 2016
MSc disseration (LinkedIn) August 2016MSc disseration (LinkedIn) August 2016
MSc disseration (LinkedIn) August 2016Elena Collins
 
SALES TERRITORY ALLOCATION & SALES QUOTA
SALES TERRITORY ALLOCATION & SALES QUOTASALES TERRITORY ALLOCATION & SALES QUOTA
SALES TERRITORY ALLOCATION & SALES QUOTADhruv Sood
 
1. marketing vorlesung - ws13 14 (thema 1. einführung)
1. marketing   vorlesung - ws13 14 (thema 1. einführung)1. marketing   vorlesung - ws13 14 (thema 1. einführung)
1. marketing vorlesung - ws13 14 (thema 1. einführung)Paul Marx
 
Juwelier Seilnacht | Blätterkatalog 2015
Juwelier Seilnacht | Blätterkatalog 2015Juwelier Seilnacht | Blätterkatalog 2015
Juwelier Seilnacht | Blätterkatalog 2015Jellyfish-media
 

Viewers also liked (12)

Estilo neoclásico, neogótico y exótico
Estilo neoclásico, neogótico y exóticoEstilo neoclásico, neogótico y exótico
Estilo neoclásico, neogótico y exótico
 
值日生表
值日生表值日生表
值日生表
 
14 o médico jesus - os três remédios
14   o médico jesus - os três remédios14   o médico jesus - os três remédios
14 o médico jesus - os três remédios
 
Cotxes solars
Cotxes solarsCotxes solars
Cotxes solars
 
SERC Presentation
SERC PresentationSERC Presentation
SERC Presentation
 
Gastos comunes 08 2010 v paraiso
Gastos comunes 08 2010 v paraisoGastos comunes 08 2010 v paraiso
Gastos comunes 08 2010 v paraiso
 
Maritime Football
Maritime FootballMaritime Football
Maritime Football
 
Katrina Jordan Resume 2016
Katrina Jordan Resume 2016Katrina Jordan Resume 2016
Katrina Jordan Resume 2016
 
MSc disseration (LinkedIn) August 2016
MSc disseration (LinkedIn) August 2016MSc disseration (LinkedIn) August 2016
MSc disseration (LinkedIn) August 2016
 
SALES TERRITORY ALLOCATION & SALES QUOTA
SALES TERRITORY ALLOCATION & SALES QUOTASALES TERRITORY ALLOCATION & SALES QUOTA
SALES TERRITORY ALLOCATION & SALES QUOTA
 
1. marketing vorlesung - ws13 14 (thema 1. einführung)
1. marketing   vorlesung - ws13 14 (thema 1. einführung)1. marketing   vorlesung - ws13 14 (thema 1. einführung)
1. marketing vorlesung - ws13 14 (thema 1. einführung)
 
Juwelier Seilnacht | Blätterkatalog 2015
Juwelier Seilnacht | Blätterkatalog 2015Juwelier Seilnacht | Blätterkatalog 2015
Juwelier Seilnacht | Blätterkatalog 2015
 

More from laurisahat07

Proyeksi vektor mustika fierdaus ( 30 )
Proyeksi vektor mustika fierdaus ( 30 )Proyeksi vektor mustika fierdaus ( 30 )
Proyeksi vektor mustika fierdaus ( 30 )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 ) msplaurisahat07
 
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 ) msplaurisahat07
 
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 ) msplaurisahat07
 
Proyeksi vektor lasri susanti ( 91 ) msp
Proyeksi vektor lasri susanti ( 91 ) mspProyeksi vektor lasri susanti ( 91 ) msp
Proyeksi vektor lasri susanti ( 91 ) msplaurisahat07
 

More from laurisahat07 (6)

Proyeksi vektor mustika fierdaus ( 30 )
Proyeksi vektor mustika fierdaus ( 30 )Proyeksi vektor mustika fierdaus ( 30 )
Proyeksi vektor mustika fierdaus ( 30 )
 
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

  • 1. lbfF 2512  lbfF 3513  lbfF 4515  lbfF 1511  X Y o 41 o 21 o 51 xF5 yF5 yF2 x F2 xF1 yF1 o 49 o 69 o 39 lbfF 5514 
  • 2.
  • 3. o FyF 49sin.11  o FxF 49cos.11  99.06491 xF 113.9611 yF o FyF 69sin.22  234.3292 yF o FxF 69cos.22  89.95042 xF o FyF 39sin.55  283.8235 yF o FxF 39cos.55  350.4935 xF
  • 4. xxxx FFFFF 5421  3251 FFFFF yyyy  -712.48 xF -187.54 yF 22   yx FFR 22 -187.54)((-712.48) R 736.748R )(tan 1    x y F F  ) 712.48- 187.54- (tan 1  14.7473