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Monochromatic visible light of frequency 5.27x1014 Hz falls on a double slit separated by 72.9 µm, creating a diffraction pattern on a screen 7.45 m away. Find the number of maxima that will appear on the screen, assuming the screen is large enough. HINT: The answer must be an integer. If you calculate that there can be 349.889 maxima, your answer is 349, not 350.

Monochromatic visible light of frequency 5.27x1014 Hz falls on a double slit separated by 72.9 µm, creating a diffraction pattern on a screen 7.45 m away. Find the number of maxima that will appear on the screen, assuming the screen is large enough. HINT: The answer must be an integer. If you calculate that there can be 349.889 maxima, your answer is 349, not 350.

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**Problem Statement: Diffraction Pattern Analysis** Monochromatic visible light of frequency \(5.27 \times 10^{14}\) Hz falls on a double slit separated by \(72.9 \, \mu \text{m}\), creating a diffraction pattern on a screen \(7.45 \, \text{m}\) away. Find the number of maxima that will appear on the screen, assuming the screen is large enough. **HINT:** The answer must be an integer. If you calculate that there can be \(349.889\) maxima, your answer is \(349\), not \(350\).
Transcribed Image Text:**Problem Statement: Diffraction Pattern Analysis** Monochromatic visible light of frequency \(5.27 \times 10^{14}\) Hz falls on a double slit separated by \(72.9 \, \mu \text{m}\), creating a diffraction pattern on a screen \(7.45 \, \text{m}\) away. Find the number of maxima that will appear on the screen, assuming the screen is large enough. **HINT:** The answer must be an integer. If you calculate that there can be \(349.889\) maxima, your answer is \(349\), not \(350\).
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