F3Equilibrium As shown, three forces, F1, F2, and F3, act at the same point on anobject. (Figure 2) The point of application is the origin of a Cartesiancoordinate system. F1, which has a magnitude of F₁ = 15.0 kN, is in they-z plane and is described by an angle 1 = 33.0 degrees. F2 is in thex-z plane and is described by integer lengths of a similar right triangle; itsmagnitude is F2 = 17.0 kN. If the sum of the forces is equal to zero, whatis the magnitude of F3?-Express your answer numerically in kilonewtons to three significantfigures.

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As shown, three forces, F1, F2, and F3, act at the same point on an object. (Figure 2) The point of application is the origin of a Cartesian coordinate system. F₁, which has a magnitude of F₁ = 15.0 kN, is in the y-z plane and is described by an angle 3₁ = 33.0 degrees. F2 is in the x-z plane and is described by integer lengths of a similar right triangle; its magnitude is F2 = 17.0 kN. If the sum of the forces is equal to zero, what is the magnitude of F3?

As shown, three forces, F1, F2, and F3, act at the same point on an object. (Figure 2) The point of application is the origin of a Cartesian coordinate system. F₁, which has a magnitude of F₁ = 15.0 kN, is in the y-z plane and is described by an angle 3₁ = 33.0 degrees. F2 is in the x-z plane and is described by integer lengths of a similar right triangle; its magnitude is F2 = 17.0 kN. If the sum of the forces is equal to zero, what is the magnitude of F3?

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Question

As shown, three forces, F1, F2, and F3, act at the same point on an
object. (Figure 2) The point of application is the origin of a Cartesian
coordinate system. F1, which has a magnitude of F₁ = 15.0 kN, is in the
y-z plane and is described by an angle 1 = 33.0 degrees. F2 is in the
x-z plane and is described by integer lengths of a similar right triangle; its
magnitude is F2 = 17.0 kN. If the sum of the forces is equal to zero, what
is the magnitude of F3?
-
Express your answer numerically in kilonewtons to three significant
figures.

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