solve (b)
X₂ Q5. Consider the following coupled spring-mass system. (a) Write down the differential equation of motion of these masses in terms of given parameters in the figure. X1 Now, if m = m = m3= 2kg and k1=kz=kz= ka=9N (b) Calculate all normal mode frequencies kg mi k my (c) Calculate the ratio of amplitudes of these particles in each of the normal mode. m₂ ka 06. (a) A string of length L and total mass m is stretched under a tension T (System A). Calculate two lowest
X₂ Q5. Consider the following coupled spring-mass system. (a) Write down the differential equation of motion of these ma
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X₂ Q5. Consider the following coupled spring-mass system. (a) Write down the differential equation of motion of these ma
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