Three forces are applied to a tree sapling, as shown in(Figure 1) , to stabilize it. Suppose that F? A = 355 Nand F? B = 475 N .
Part A
Determine the magnitude of F? C.
Express your answer to three significant figures and include the appropriate units.
Part B
Determine the angle between F? Aand F? C, measured clockwise.
Express your answer using three significant figures.
Could you explain the whole process and not only the answer, I would like both, thank you?
A)
FBy = component of FB along y-direction
FBx = component of FB along x-direction
from the diagram :
FBy = FB Cos15 = 475 Cos15 = 458.82 N
FBx = FB Sin15 = 475 Sin15 = 122.94 N
Along the X-direction :
FBx + FCx = FA
122.94 + FCx = 355
FCx = 232.1 N
Along the Y-direction :
FBy = FCy
FCy = 458.82
Fc is given as ::
Fc = sqrt (Fcx2 + Fcy2)
Fc = sqrt (232.12 + 458.822)
Fc = 514.185 N
Angle of Fc with Y-direction is given as
tan = Fcx/Fcy
tan = 232.1/458.82
= 26.84
angle with A = = 90 + 26.84 = 117
Three forces are applied to a tree sapling, as shown in(Figure 1) , to stabilize it....
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