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Three identical 8.50  kg masses are hung by three identical springs (Fig. E6.33). Each spring has a force constant of 7.80 kN / m and was 12.0  cm long before any masses were attached to it. (a) Draw a free-body diagram of each mass. (b) How long is each spring when hanging as shown? (Hint: First isolate only the bottom mass. Then treat the bottom two masses as a system. Finally, treat all three masses as a system.) | Numerade
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Four massless springs whose force constants are 2 k , 2 k , k and 2 k, respectively, are attached to a mass M kept on a frictionless horizontal plane as shown in figure. If the other ends of the springs are fixed and the mass M is displaced, then the frequency of oscillation of the system isA. 1/2 π√ k /4 M B. 1/2 π√4 k / M ·1/2 π√ k /7 M D. 1/2 π√7 k / M
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