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Each Pattern Shown Below Would Appear on a Screen When $\lambda$

Question 58

Multiple Choice

Each pattern shown below would appear on a screen when monochromatic light of wavelength $\lambda$ first passes through a narrow slit of width a and then strikes a screen.The darkest areas on the page represent the brightest areas on the screen.In which case does the slit have the narrowest width?

A) $Each pattern shown below would appear on a screen when monochromatic light of wavelength \lambda first passes through a narrow slit of width a and then strikes a screen.The darkest areas on the page represent the brightest areas on the screen.In which case does the slit have the narrowest width? A) B) C) D) E)$
B) $Each pattern shown below would appear on a screen when monochromatic light of wavelength \lambda first passes through a narrow slit of width a and then strikes a screen.The darkest areas on the page represent the brightest areas on the screen.In which case does the slit have the narrowest width? A) B) C) D) E)$
C) $Each pattern shown below would appear on a screen when monochromatic light of wavelength \lambda first passes through a narrow slit of width a and then strikes a screen.The darkest areas on the page represent the brightest areas on the screen.In which case does the slit have the narrowest width? A) B) C) D) E)$
D) $Each pattern shown below would appear on a screen when monochromatic light of wavelength \lambda first passes through a narrow slit of width a and then strikes a screen.The darkest areas on the page represent the brightest areas on the screen.In which case does the slit have the narrowest width? A) B) C) D) E)$
E) $Each pattern shown below would appear on a screen when monochromatic light of wavelength \lambda first passes through a narrow slit of width a and then strikes a screen.The darkest areas on the page represent the brightest areas on the screen.In which case does the slit have the narrowest width? A) B) C) D) E)$

Each Pattern Shown Below Would Appear on a Screen When λ\lambdaλ

Multiple Choice

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Each Pattern Shown Below Would Appear on a Screen When $\lambda$

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