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A particle under SHM is found to have a velocity of 3m/s when located at 4m from the mean position. Same particle has velocity of 4m/s when located at 3m from the mean position. Then calculate: a)Amplitude b)Angular velocity of SHM?
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A particle under SHM is found to have a velocity of 3m/s when located ...
V= velocity.,X= displacement of the particle from the mean position.,A= Amplitude.,w=Angular velocity.V= w√A^2-X^2.3= w√A^2-4^2.….._1eqn.V= w√A^2-X^2.4= w√A^2-3^2......._2eqn.divide eqn 1/2.we get,3/4= √A^2-16/√A^2-9.9/16=A^2-16/A^2-9.9A^2-81=16A^2-256.256-81=16A^2-9A^2.175= 7A^2.25= A^2.5=A.substitute A value in eqn 1., we get ,3= w√5^2-4^2.9= w^2 (25-16)9= w^2(9).1= w^2.1= w.
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A particle under SHM is found to have a velocity of 3m/s when located at 4m from the mean position. Same particle has velocity of 4m/s when located at 3m from the mean position. Then calculate: a)Amplitude b)Angular velocity of SHM?
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A particle under SHM is found to have a velocity of 3m/s when located at 4m from the mean position. Same particle has velocity of 4m/s when located at 3m from the mean position. Then calculate: a)Amplitude b)Angular velocity of SHM? for Class 11 2024 is part of Class 11 preparation. The Question and answers have been prepared according to the Class 11 exam syllabus. Information about A particle under SHM is found to have a velocity of 3m/s when located at 4m from the mean position. Same particle has velocity of 4m/s when located at 3m from the mean position. Then calculate: a)Amplitude b)Angular velocity of SHM? covers all topics & solutions for Class 11 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A particle under SHM is found to have a velocity of 3m/s when located at 4m from the mean position. Same particle has velocity of 4m/s when located at 3m from the mean position. Then calculate: a)Amplitude b)Angular velocity of SHM?.
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