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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?
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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?
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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 according to the NEET exam syllabus. Information about 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? covers all topics & solutions for NEET 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below 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?.
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