Part A As shown, a force vector F with a magnitude of c = 22.0 lb is applied at point A and is directed toward point C. (Figure 1) The distance a is 9.50 ft and the distance b is 6.50 ft. What are the i, j, and k components of F? Express your answers numerically in pounds to three significant figures separated by commas. ► View Available Hint(s) F2, Fy, F₂ = 195| ΑΣΦ | 11 vec www. ? lb

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Part A
As shown, a force vector F with a magnitude of c = 22.0 lb is applied at point A and is directed toward point C. (Figure 1)
The distance a is 9.50 ft and the distance b is 6.50 ft. What are the i, j, and k components of F?
Express your answers numerically in pounds to three significant figures separated by commas.
► View Available Hint(s)
Fz, Fy, F₂ =
Submit
VE ΑΣΦ 41
Previous Answers
vec
?
lb
Review
4
Transcribed Image Text:Part A As shown, a force vector F with a magnitude of c = 22.0 lb is applied at point A and is directed toward point C. (Figure 1) The distance a is 9.50 ft and the distance b is 6.50 ft. What are the i, j, and k components of F? Express your answers numerically in pounds to three significant figures separated by commas. ► View Available Hint(s) Fz, Fy, F₂ = Submit VE ΑΣΦ 41 Previous Answers vec ? lb Review 4
Learning Goal:
To find a force's directional components that act along a
cable and to find the coordinates of a point on a cable
that has a force vector applied to it.
Three-dimensional Cartesian force vectors are used
throughout engineering mechanics. The generic force
vector is represented as follows:
F = F₂i+Fj+F kwhere F is the force vector
and F, Fy, and F, are the vector's i, j, and k
components, respectively. The force vector has a
magnitude F F2+F+F2. The vector's
=
V
direction is described by a unit vector u, where
u = F/F.
Figure
C
13/12
a ft-
b ft
14
F=clb
A
1 of 2
Transcribed Image Text:Learning Goal: To find a force's directional components that act along a cable and to find the coordinates of a point on a cable that has a force vector applied to it. Three-dimensional Cartesian force vectors are used throughout engineering mechanics. The generic force vector is represented as follows: F = F₂i+Fj+F kwhere F is the force vector and F, Fy, and F, are the vector's i, j, and k components, respectively. The force vector has a magnitude F F2+F+F2. The vector's = V direction is described by a unit vector u, where u = F/F. Figure C 13/12 a ft- b ft 14 F=clb A 1 of 2
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