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Two identical light waves traveling along the same direction interfere with a phase difference of δ. The intensity of the combined wave is proportional to
- cos δ
- cos(δ/2)
- cos²(δ/2)
- cos² δ
Correct answer: cos²(δ/2)
Solution
For two identical waves with phase difference delta, the resultant intensity is I = 4I0 cos^2(delta/2), i.e. proportional to cos^2(delta/2).
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