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Two identical beads are attached to free ends of two identical springs of spring constant k=((2+(3^(1/2)))mg)/((3^(1/2))R). Initially both springs make angle of 60° at fixed point N where one end of both springs are fixed. Normal length of springs is 2R. Where R is radius of smooth ring over which beads are sliding. Ring is placed in vertical plane and beads are at symmetry with respect to vertical line passing through diameter of ring. What is the normal force and relative acceleration between the beads at initial moment?
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