Understanding Oscillations in Coupled Pendulum Systems

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The discussion revolves around understanding the oscillation frequency of two coupled pendulums connected by a spring. The problem presents two specific conditions regarding the angles and velocities of the pendulums. Participants emphasize the need for clarity on the coordinate system and the definition of variables, particularly the gravitational constant g. The implications of setting g to zero in the second case are also questioned, highlighting the importance of context in analyzing the system. A complete description of the problem is necessary for effective assistance.
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Dear friends this question is really annoying me .please. help me in understanding this question and the concepts involved in it.


Two pendulums of equal length of bob of mass m are connected by a spring of spring constant k.find the frequency of oscillations.there are two conditions also given
<1>theta(1)=0.1,theta(2)=-0.1 and zero velocities
<2>theta(1)=0.1,theta(2)=0 and zero velocities.
interpret the above two results.
what happens when g=0 in 2nd case.
 
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Without some definition of the coordinate system it is nearly impossible to help you. What is g? Please provide a more complete discription of the proplem.
 

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