2020-10-02T04:35:05-04:00
A force of 25 N is applied along the handle of a gurney which is pushed along the hospital corridor.Find the horizontal and vertical component of this force when the handle is held 30 degres 40 degres and 60 degress
1
2020-10-05T10:56:09-0400
1)
F x = F cos 30 = 25 cos 30 = 21.65 N F y = F sin 30 = 25 sin 30 = 12.5 N F_x=F\cos{30}=25\cos{30}=21.65\ N\\F_y=F\sin{30}=25\sin{30}=12.5\ N F x = F cos 30 = 25 cos 30 = 21.65 N F y = F sin 30 = 25 sin 30 = 12.5 N 2)
F x = F cos 40 = 25 cos 40 = 19.15 N F y = F sin 40 = 25 sin 40 = 16.07 N F_x=F\cos{40}=25\cos{40}=19.15\ N\\F_y=F\sin{40}=25\sin{40}=16.07\ N F x = F cos 40 = 25 cos 40 = 19.15 N F y = F sin 40 = 25 sin 40 = 16.07 N 3)
F x = F cos 60 = 25 cos 60 = 12.5 N F y = F sin 60 = 25 sin 60 = 21.65 N F_x=F\cos{60}=25\cos{60}=12.5\ N\\F_y=F\sin{60}=25\sin{60}=21.65\ N F x = F cos 60 = 25 cos 60 = 12.5 N F y = F sin 60 = 25 sin 60 = 21.65 N
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