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Chapter 2 File Edit View Help Problem: 14 (of 18) Do not round intermediate answers. Give your final answer(s) to three decimal places. Check your units. A force acts at the origin of a coordinate system in a direction defined by the angles $\theta x = 54.1^\circ$ and $\theta z = 41.0^\circ$. Knowing that the y component of the force is -380 lbs, determine: (a) the angle $\theta y$, (b) the other components of the force ($F_x$ and $F_z$), (c) the magnitude of the force. $\theta y =$ $F_x =$ $F_z =$ $F (mag) = $

          Chapter 2
File Edit View Help
Problem: 14 (of 18)
Do not round intermediate answers. Give your final answer(s) to three decimal places. Check your units.
A force acts at the origin of a coordinate system in a direction defined by the angles $\theta x = 54.1^\circ$ and $\theta z = 41.0^\circ$. Knowing that
the y component of the force is -380 lbs, determine:
(a) the angle $\theta y$,
(b) the other components of the force ($F_x$ and $F_z$),
(c) the magnitude of the force.
$\theta y =$
$F_x =$
$F_z =$
$F (mag) = $

Chapter 2
File Edit View Help
Problem: 14 (of 18)
Do not round intermediate answers. Give your final answer(s) to three decimal places. Check your units.
A force acts at the origin of a coordinate system in a direction defined by the angles θ x = 54.1^∘ and θ z = 41.0^∘. Knowing that
the y component of the force is -380 lbs, determine:
(a) the angle θ y,
(b) the other components of the force (Fx and Fz),
(c) the magnitude of the force.
θ y =
Fx =
Fz =
F (mag) =

Added by Kari J.

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