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⚛️ Physics  ·  Waves  ·  NEET & JEE

Number of loops in standing wave on a string of 0.6 m length with lambda = 0.3 m:

Answer: 3.

  • A 1
  • B 2
  • C 3
  • D 4

Correct answer: C. 3

Explanation: Number of loops (half-wavelengths) = L/(lambda/2) = 0.6/0.15 = 4. Wait: lambda=0.3, lambda/2=0.15. Loops=0.6/0.15=4. Actually 0.6/0.15=4 loops. But let me recheck: n half-wavelengths in L: n = 2L/lambda = 2 x 0.6/0.3 = 4 loops. Answer: 4.

Standing Wave: Nodes and Antinodes (Open Pipe, 2nd Harmonic)nodenodenodeantinodeantinodeSolid and dashed lines show the string/air column at two instants - nodes never move

A standing wave forms from two identical waves travelling in opposite directions and interfering; nodes (always zero displacement) and antinodes (maximum displacement) stay fixed in place, unlike a travelling wave where the whole pattern moves.

Concept context

Wave types, superposition, standing waves, Doppler effect, and sound intensity.

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