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If the frequency of air column in 2nd overtone mode in a closed organ pipe of length l1 is equal to the 2nd harmonic mode of the open organ pipe of length l2, then ratio of lengths l1/l2 is(upto tow decimal places) _____________(Round off to two decimal places)
    Correct answer is between '1.22,1.27'. Can you explain this answer?
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    If the frequency of air column in 2nd overtone mode in a closed organ ...
    Modes of vibration for closed organ pipe

    Modes of vibration in open organ pipe
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    If the frequency of air column in 2nd overtone mode in a closed organ pipe of length l1 is equal to the 2nd harmonic mode of the open organ pipe of length l2, then ratio of lengths l1/l2 is(upto tow decimal places)_____________(Round off to two decimal places)Correct answer is between '1.22,1.27'. Can you explain this answer?
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    If the frequency of air column in 2nd overtone mode in a closed organ pipe of length l1 is equal to the 2nd harmonic mode of the open organ pipe of length l2, then ratio of lengths l1/l2 is(upto tow decimal places)_____________(Round off to two decimal places)Correct answer is between '1.22,1.27'. Can you explain this answer? for IIT JAM 2024 is part of IIT JAM preparation. The Question and answers have been prepared according to the IIT JAM exam syllabus. Information about If the frequency of air column in 2nd overtone mode in a closed organ pipe of length l1 is equal to the 2nd harmonic mode of the open organ pipe of length l2, then ratio of lengths l1/l2 is(upto tow decimal places)_____________(Round off to two decimal places)Correct answer is between '1.22,1.27'. Can you explain this answer? covers all topics & solutions for IIT JAM 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If the frequency of air column in 2nd overtone mode in a closed organ pipe of length l1 is equal to the 2nd harmonic mode of the open organ pipe of length l2, then ratio of lengths l1/l2 is(upto tow decimal places)_____________(Round off to two decimal places)Correct answer is between '1.22,1.27'. Can you explain this answer?.
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