Question

Two identical beads are attached to free ends of two identical springs of spring constant k= {(2+sqrt3)mg}/sqrt3 R. Initially both springs make an angle of 60 Degree at the fixed point N. Normal length of each spring is 2R. Where R is the radius of smooth ring over which bead is sliding . Ring is placed on vertical plane and beads are at symmetry with respect to vertical line as diameter.

1. Find the relative acceleration between two beads at the initial moment.
(A) g/2 vertically away from each other
(B) g/2 horizontally towards each other
(C) 2g/sqrt3 vertically away from each other
(D) 2g/sqrt3 horizontally towards each other

2. The speed of bead when spring is at normal length
3. Normal reaction on one of the bead at initial moment due to ring i?

Answer 1

Answer:

the masure of an anchor for the masure of an anchor and it's future of the supplymentary of 6kbk

Explanation:

the supplymentary angle and it's displacement and it's attachments are intended