Diffraction Grating - Light Experiment Quiz

1. A full spectral order refers to an order in which all the colours/wavelengths of light are visible.

True

False

A full spectral order refers to an order in which all the colors/wavelengths of light are visible. This means that in a full spectral order, all the colors of the visible spectrum are present and can be seen. Therefore, the statement "True" is correct as it accurately describes a full spectral order.

Explanation

A full spectral order refers to an order in which all the colors/wavelengths of light are visible. This means that in a full spectral order, all the colors of the visible spectrum are present and can be seen. Therefore, the statement "True" is correct as it accurately describes a full spectral order.

2. When white light passes through a diffraction grating, there are places where some of the colours in the diffracted light overlap.

True

False

Since different colours in white light have different wavelengths, the minima and maxima for different colours occur at different distances from the screen centre, and thus, can overlap. Also, colours with greater wavelengths diffract more than those with shorter wavelengths.

Explanation

Since different colours in white light have different wavelengths, the minima and maxima for different colours occur at different distances from the screen centre, and thus, can overlap. Also, colours with greater wavelengths diffract more than those with shorter wavelengths.

3. For diffraction gratings, 'd' is calculated by dividing the number of slits by the length of the grating (in meters)

True

False

'd' is calculated by dividing the length of the grating (in meters) by the number of slits. This gives the distance between each slit.

Explanation

'd' is calculated by dividing the length of the grating (in meters) by the number of slits. This gives the distance between each slit.

4. What is the formula for diffraction grating?

D = \frac {1} { N }

D = \frac {1/N }

D = {2} { N }\frac

The formula for diffraction grating is d = 1/N. This formula represents the relationship between the spacing of the grating (d) and the number of lines per unit length (N). It states that the spacing of the grating is inversely proportional to the number of lines per unit length. As the number of lines per unit length increases, the spacing between the lines decreases. This formula is commonly used in physics and optics to calculate the properties of diffraction gratings.

Explanation

The formula for diffraction grating is d = 1/N. This formula represents the relationship between the spacing of the grating (d) and the number of lines per unit length (N). It states that the spacing of the grating is inversely proportional to the number of lines per unit length. As the number of lines per unit length increases, the spacing between the lines decreases. This formula is commonly used in physics and optics to calculate the properties of diffraction gratings.

5. The zero-order maximum in the case when light is incidence on a diffraction grating, will be _____

The zero-order maximum in the case when light is incident on a diffraction grating refers to the central bright spot observed in the diffraction pattern. This spot appears white because it is the result of constructive interference of all the colors of light. When light passes through a diffraction grating, it is diffracted into different wavelengths, causing the colors to spread out. However, at the zero-order maximum, all these colors overlap and add up to form white light.

Explanation

The zero-order maximum in the case when light is incident on a diffraction grating refers to the central bright spot observed in the diffraction pattern. This spot appears white because it is the result of constructive interference of all the colors of light. When light passes through a diffraction grating, it is diffracted into different wavelengths, causing the colors to spread out. However, at the zero-order maximum, all these colors overlap and add up to form white light.

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6. Diffraction Gratings follow the same mathematical model as Single Slit Diffraction

True

False

Diffraction Gratings follow the same mathematical model as Double Slit Diffraction.

Explanation

Diffraction Gratings follow the same mathematical model as Double Slit Diffraction.

7. At what angle will 560-nm light produce a second-order maximum when falling on a grating whose slits are 1.45 X 10^-3 cm apart?

12.2 degrees

4.4 degrees

32.4 degrees

14.8 degrees

None of the Above

Solution to a similar question is given on the diffraction grating sample problems section on the website.

Explanation

Solution to a similar question is given on the diffraction grating sample problems section on the website.

8. Why are diffraction gratings used instead of single slit or double slits to measure the wavelength of light?

Gratings provide a much wider diffraction maxima.

Gratings provide equal spacing between the maxima and minima.

Gratings provide very narrow diffraction maxima which can be accurately measured.

Both A and B

None of the Above

Since there are thousands of slits per centimeter in a diffraction grating, there is a lot more destructive interference. This means that the diffraction peaks/maximas are a lot narrower and can therefore be accurately measured.

Explanation

Since there are thousands of slits per centimeter in a diffraction grating, there is a lot more destructive interference. This means that the diffraction peaks/maximas are a lot narrower and can therefore be accurately measured.