Please help
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@AravindG
Greatest Kinetic Energy is achieved when it passes through the point of equilibrium.
yes...but in this case, there is already an extension of 2m. could you please show me how to apply the energy equation
No the equilibrium position was at the midpoint. The 2m extension was made to start the motion.
it says AB is 6m, which means there is already an extension of 2 m, so how do we find the equilibrium position
AravindG is right, greatest KE is ALWAYS encountered at equilibrium position for conservative systems. The reason is that equilibrium is a minimum of PE. For a conservative system, since KE + PE = cst, KE is maximum.
To find equilibrium position, first suppress the weight: P will lie at midpoint between A and B, attached to 2 identical springs of constant k. Since both springs act directly on P, they are in parallel, hence a 2k equivalent constant. Now add a 6N force. At equilibrium, displacement of P from midpoint will be F/2k = mg/2k.
thanks :)
@thushananth01 Have you managed to finish your problem?
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