If the number of slits in a diffraction pattern is increased, the central maximum becomes narrower and the intensity of the secondary maxima decreases. The overall pattern becomes more defined and structured as more slits are added.
When the number of slits in a diffraction grating is increased, the interference pattern produced will have more distinct maxima and minima. The fringes will be narrower and more closely spaced, leading to a more defined and detailed pattern. Additionally, the overall intensity of the diffraction pattern will decrease due to light being spread over more orders.
As the number of slits in a diffraction grating increases, the interference pattern becomes more distinct and sharper. More slits create more diffraction orders, leading to narrower peaks and more constructive interference at specific angles. This results in a more pronounced and detailed interference pattern.
Increasing the number of slits in a diffraction grating sharpens the maxima because it creates more interference patterns, resulting in a more focused and defined diffraction pattern.
The more slits in a diffraction grating, the higher the resolution of interference. This is because a higher number of slits results in more diffraction maxima where constructive interference occurs, allowing for better separation of wavelengths.
The number of diffracted orders produced by a diffraction grating is given by the formula: nλ/d = sin(θ), where n is the order, λ is the wavelength, d is the spacing of the diffraction grating lines, and θ is the diffraction angle. Given the values, we can rearrange the formula to solve for n: n = d * sin(θ) / λ. Plugging in the values (d = 1/300 mm and λ = 630 mm), we can calculate the number of diffracted orders produced.
When the number of slits in a diffraction grating is increased, the interference pattern produced will have more distinct maxima and minima. The fringes will be narrower and more closely spaced, leading to a more defined and detailed pattern. Additionally, the overall intensity of the diffraction pattern will decrease due to light being spread over more orders.
As the number of slits in a diffraction grating increases, the interference pattern becomes more distinct and sharper. More slits create more diffraction orders, leading to narrower peaks and more constructive interference at specific angles. This results in a more pronounced and detailed interference pattern.
Increasing the number of slits in a diffraction grating sharpens the maxima because it creates more interference patterns, resulting in a more focused and defined diffraction pattern.
the plankton population would decrease
the plankton population would decrease
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The more slits in a diffraction grating, the higher the resolution of interference. This is because a higher number of slits results in more diffraction maxima where constructive interference occurs, allowing for better separation of wavelengths.
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We would have more robins and less annoying bugs.
The median would not change, but the mean would increase.
If the digit in the thousands place is increased by 1, the value of the number is increased by 1,000.