When two links are parallel then thier velocities are same
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Suppose the position vector of A be x⃗ and the position vector of B be y⃗ . Suppose the points start moving with velocities v⃗ 1 and v⃗ 2 respectively. Then at any instant of time t the positions of the two points will be x⃗ +tv⃗ 1 and y⃗ +tv⃗ 2 respectively. If the points meet at some instant of time T then at that instant their positions must be same, i.e., we must have
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Yes that's true....
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