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Configuration I Four forces acting on the central ring are expressed in terms of their magnitudes and directions: (1.96 N,o°), Fi - (0.950 N,10), 180), and F - (P, 270P). Calculate the values of Fs and Fs that will bring the Remember, if the system is in equilibrium, the sum of the r-components must add up to zero newtons and the sum of the y-components must add up to zero newtons. For example, Fs only has a component in the negative a-direction, thus the r-component of the force is expressible as FsFs and the y-component of is expressible as system into equilibrium. Be carefu ul! Even though the entire force vector lies along the a-axis, the magnitude of the vector is not conceptually the same as the component of the vector. In general, F メF, unless you can demonstrate otherwise; so pay attention to your subscripts.

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