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Two springs are joined and connected to a mass m . If the springs separately have force constants k1 and k2 , then the frequency of oscillation of mass m is: (a) 1/2π (b)(√k1k2)/(√k1k2)m (c) (√(k1 k2)m)/ √k1k2 (d) 2π? for NEET 2024 is part of NEET preparation. The Question and answers have been prepared
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Two springs are joined and connected to a mass m . If the springs separately have force constants k1 and k2 , then the frequency of oscillation of mass m is: (a) 1/2π (b)(√k1k2)/(√k1k2)m (c) (√(k1 k2)m)/ √k1k2 (d) 2π?, a detailed solution for Two springs are joined and connected to a mass m . If the springs separately have force constants k1 and k2 , then the frequency of oscillation of mass m is: (a) 1/2π (b)(√k1k2)/(√k1k2)m (c) (√(k1 k2)m)/ √k1k2 (d) 2π? has been provided alongside types of Two springs are joined and connected to a mass m . If the springs separately have force constants k1 and k2 , then the frequency of oscillation of mass m is: (a) 1/2π (b)(√k1k2)/(√k1k2)m (c) (√(k1 k2)m)/ √k1k2 (d) 2π? theory, EduRev gives you an
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