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Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)
Correct answer is between '0.45,0.55'. Can you explain this answer?
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Consider a slit of width 18 µm which is being illuminated simult...
To analyze the behavior of light passing through a slit of width 18, we need to consider the phenomenon of diffraction. Diffraction occurs when light waves encounter an obstacle or aperture that is comparable in size to the wavelength of the light.
The behavior of light passing through a slit of width 18 can be described by the principle of diffraction. When light waves pass through a narrow slit, they spread out and interfere with each other, creating a pattern of dark and bright regions on a screen placed behind the slit. This pattern is known as a diffraction pattern or interference pattern.
The width of the slit, 18, is comparable to the wavelength of the light. The extent of diffraction depends on the ratio of the wavelength of light (λ) to the size of the aperture (d). In this case, the ratio λ/d is important in determining the extent of diffraction.
If the ratio λ/d is small, the diffraction effects will be minimal, and the light will behave more like a straight beam. On the other hand, if the ratio λ/d is large, the diffraction effects will be significant, and the light will spread out more.
To determine the extent of diffraction for a slit of width 18, we need to know the wavelength of the light. Without this information, we cannot provide a more specific analysis of the diffraction pattern.
In summary, the behavior of light passing through a slit of width 18 will involve diffraction effects. The extent of diffraction will depend on the ratio of the wavelength of light to the size of the aperture. Without knowing the specific wavelength of light, we cannot provide a more detailed analysis of the diffraction pattern.
The behavior of light passing through a slit of width 18 can be described by the principle of diffraction. When light waves pass through a narrow slit, they spread out and interfere with each other, creating a pattern of dark and bright regions on a screen placed behind the slit. This pattern is known as a diffraction pattern or interference pattern.
The width of the slit, 18, is comparable to the wavelength of the light. The extent of diffraction depends on the ratio of the wavelength of light (λ) to the size of the aperture (d). In this case, the ratio λ/d is important in determining the extent of diffraction.
If the ratio λ/d is small, the diffraction effects will be minimal, and the light will behave more like a straight beam. On the other hand, if the ratio λ/d is large, the diffraction effects will be significant, and the light will spread out more.
To determine the extent of diffraction for a slit of width 18, we need to know the wavelength of the light. Without this information, we cannot provide a more specific analysis of the diffraction pattern.
In summary, the behavior of light passing through a slit of width 18 will involve diffraction effects. The extent of diffraction will depend on the ratio of the wavelength of light to the size of the aperture. Without knowing the specific wavelength of light, we cannot provide a more detailed analysis of the diffraction pattern.
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Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. Can you explain this answer?
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Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. 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 Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. 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 Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. Can you explain this answer?.
Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. 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 Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. 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 Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. Can you explain this answer?.
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Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. Can you explain this answer?, a detailed solution for Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. Can you explain this answer? has been provided alongside types of Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. Can you explain this answer? theory, EduRev gives you an
ample number of questions to practice Consider a slit of width 18 µm which is being illuminated simultaneously with light of orange color (wavelength 600 nm) and of blue color (wavelength 450 nm). The diffraction pattern is observed on a screen kept at a distance in front of the slit. The smallest angle at which only the orange color is observed is θ1, and the smallest angle at which only the blue color is observed is θ2. The angular difference θ2 − θ1 (in degrees) is _____. (Specify your answers upto two digits after the decimal point.)Correct answer is between '0.45,0.55'. Can you explain this answer? tests, examples and also practice IIT JAM tests.
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