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Optical Physics Tests
 

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<<< Optical Physics Short Tests >>>

Light and Its Properties
Color Theory
Polarization
Doppler Effect

Light and Its Properties: Brightness, Power, Illuminance and Luminous Flux

\[1 \star\]

What is the unit of luminous flux in the International System?

Choose the correct answer


A
Candela
B
Lumen
C
Lux
D
Watt
  • Click here to show solution
  • English: Luminous flux is the measure of the total light power emitted by a light source, and its SI unit is the Lumen.

    \[2 \star\]

    What is the relationship between illuminance and luminous flux?

    Choose the correct answer


    A
    Brightness = Luminous flux × Area
    B
    Brightness = Luminous flux / Area
    C
    Luminous flux = Brightness / Area
    D
    There is no direct relationship between them
  • Click here to show solution
  • English: Light brightness (illuminance), measured in lux, is equal to the luminous flux (in lumens) divided by the area (in square meters).

    \[3 \star\]

    If a luminous flux of 1000 lumens falls on an area of 10 m², what is the illuminance?

    Choose the correct answer


    A
    10000 lux
    B
    100 lux
    C
    10 lux
    D
    1000 lux
  • Click here to show solution
  • English: Illuminance = Luminous Flux / Area = 1000 lm / 10 m² = 100 lx

    \[4 \star\]

    What is the difference between luminous flux and radiant power?

    Choose the correct answer


    A
    Luminous flux measures total radiant power, while radiant power measures only visible light
    B
    Luminous flux measures only visible light, while radiant power measures total electromagnetic energy
    C
    Both measure the same thing but in different units
    D
    Luminous flux is for monochromatic light, and radiant power is for white light
  • Click here to show solution
  • English: Luminous flux measures light power within the visible spectrum only, while radiant power measures total electromagnetic energy across all wavelengths.

    \[5 \star\]

    If the distance between a light source and a surface is doubled, how does the illuminance on that surface change?

    Choose the correct answer


    A
    Remains the same
    B
    Decreases to half
    C
    Decreases to a quarter
    D
    Doubles
  • Click here to show solution
  • English: Illuminance is inversely proportional to the square of the distance from the source (inverse square law). When distance doubles, illuminance decreases to one quarter.

    \[6 \star\]

    What is the unit of luminous intensity in the International System?

    Choose the correct answer


    A
    Lumen
    B
    Candela
    C
    Lux
    D
    Watt
  • Click here to show solution
  • English: Luminous intensity is measured in candela (cd) in the SI system, which is the luminous flux per unit solid angle.

    \[7 \star\]

    If a light source has a flux of 2000 lumens and radiates uniformly in all directions, what is the luminous intensity of this source?

    Choose the correct answer


    A
    2000 candela
    B
    159 candela
    C
    318 candela
    D
    500 candela
  • Click here to show solution
  • English: A sphere has a total solid angle of 4π steradians. Luminous intensity = Luminous flux / Total solid angle = 2000 / (4 × 3.1416) ≈ 159 candela.

    \[8 \star\]

    Which of the following factors does not affect the apparent brightness of a light source?

    Choose the correct answer


    A
    Distance between the source and the observer
    B
    Luminous intensity of the source
    C
    Color of the emitted light
    D
    Atmospheric pressure
  • Click here to show solution
  • English: Atmospheric pressure does not directly affect the apparent brightness of a light source, while other factors like distance, luminous intensity, and light color all affect the visual perception of brightness.

    \[9 \star\]

    What is the difference between luminous efficacy and radiant efficiency?

    Choose the correct answer


    A
    Luminous efficacy is for the visible spectrum only, and radiant efficiency is for the entire spectrum
    B
    They are two terms for the same concept
    C
    Luminous efficacy is for white light, and radiant efficiency is for monochromatic light
    D
    Luminous efficacy is measured in lumens/watt, and radiant efficiency is measured as a percentage
  • Click here to show solution
  • English: Luminous efficacy measures how efficiently energy is converted to visible light (lumens/watt), while radiant efficiency measures how efficiently energy is converted to total electromagnetic radiation (percentage).

    \[10 \star\]

    If a lamp has an electrical power of 60 watts and a luminous efficacy of 15 lumens/watt, what is the emitted luminous flux?

    Choose the correct answer


    A
    4 lumens
    B
    75 lumens
    C
    900 lumens
    D
    3600 lumens
  • Click here to show solution
  • English: Luminous flux = Electrical power × Luminous efficacy = 60 watts × 15 lm/W = 900 lumens.

    Color Theory: Colors, Pigments, Color Mixing and Seeing Colored Objects

    \[1 \star\]

    When we see an object as red, this means that the object:

    Choose the correct answer


    A
    Reflects red light and absorbs other colors
    B
    Absorbs red light and reflects other colors
    C
    Emits only red light
    D
    Scatters only red light
  • Click here to show solution
  • English: We see an object as red because it reflects red light and absorbs other colors of the visible spectrum.

    \[2 \star\]

    What are the primary colors in the additive (light) color system?

    Choose the correct answer


    A
    Red, Yellow, Blue
    B
    Red, Green, Blue
    C
    Magenta, Yellow, Cyan
    D
    Red, Green, Yellow
  • Click here to show solution
  • English: The primary colors in the additive (light) color system are Red, Green, and Blue (RGB), which can be combined to produce a wide range of colors.

    \[3 \star\]

    What are the primary colors in the subtractive (pigment) color system?

    Choose the correct answer


    A
    Red, Green, Blue
    B
    Cyan, Magenta, Yellow
    C
    Red, Yellow, Blue
    D
    Black, White, Gray
  • Click here to show solution
  • English: The primary colors in the subtractive (pigment) system are Cyan, Magenta, and Yellow, which form the basis of the CMYK color model used in printing.

    \[4 \star\]

    When we mix red, green, and blue light in equal proportions, what color is produced?

    Choose the correct answer


    A
    Black
    B
    Gray
    C
    White
    D
    Brown
  • Click here to show solution
  • English: Mixing red, green, and blue light in equal proportions produces white light, which is the principle behind TV and computer screens.

    \[5 \star\]

    If an object absorbs blue light and reflects red and green light, what color will it appear?

    Choose the correct answer


    A
    Blue
    B
    Cyan
    C
    Magenta
    D
    Yellow
  • Click here to show solution
  • English: When an object reflects red and green light while absorbing blue light, the combination of red and green produces yellow.

    \[6 \star\]

    What is the complementary color of blue in the color wheel?

    Choose the correct answer


    A
    Red
    B
    Green
    C
    Yellow
    D
    Orange
  • Click here to show solution
  • English: The complementary color of blue is yellow, as mixing blue and yellow light produces white light.

    \[7 \star\]

    Why does a rainbow show spectrum colors?

    Choose the correct answer


    A
    Due to reflection of light inside water droplets
    B
    Due to refraction and dispersion of light inside water droplets
    C
    Due to interference of light inside water droplets
    D
    Due to polarization of light in the atmosphere
  • Click here to show solution
  • English: A rainbow displays spectrum colors due to refraction and dispersion of light inside water droplets, where white light is separated into its constituent colors.

    \[8 \star\]

    What is the reason we see the sky as blue?

    Choose the correct answer


    A
    Reflection of the ocean color
    B
    Refraction of light in atmospheric layers
    C
    Absorption of other colors by the atmosphere
    D
    Rayleigh scattering of blue light in the atmosphere
  • Click here to show solution
  • English: The sky appears blue due to Rayleigh scattering, where shorter wavelengths (blue and violet) of sunlight are scattered more in the atmosphere than longer wavelengths.

    \[9 \star\]

    When we use a red filter in front of a white lamp, what color will pass through the filter?

    Choose the correct answer


    A
    White
    B
    All colors except red
    C
    Red only
    D
    No light passes through
  • Click here to show solution
  • English: A red filter allows only red light to pass through and absorbs other colors, so only red light will transmit through the filter.

    \[10 \star\]

    What is metamerism in color theory?

    Choose the correct answer


    A
    When two colors appear identical under one lighting condition but different under another
    B
    When an object absorbs all colors and reflects black
    C
    When light is refracted into spectrum colors
    D
    When colors interfere to produce new colors
  • Click here to show solution
  • English: Metamerism is a phenomenon where two colors appear to match under one lighting condition but appear different under another, due to differences in their spectral properties.

    Polarization: Polarization, Malus's Law and Its Applications

    \[1 \star\]

    What is polarized light?

    Choose the correct answer


    A
    Light that vibrates in all planes
    B
    Light that vibrates in only one plane
    C
    Light that has a constant frequency
    D
    Light that has a constant wavelength
  • Click here to show solution
  • English: Polarized light is light whose electromagnetic waves vibrate in only one plane, unlike natural light which vibrates in all planes.

    \[2 \star\]

    What is Malus's Law?

    Choose the correct answer


    A
    I = I₀ cos²θ
    B
    I = I₀ sin²θ
    C
    I = I₀ tan²θ
    D
    I = I₀ / cos²θ
  • Click here to show solution
  • English: Malus's law states that the intensity of polarized light passing through a polarizing filter is \[I = I₀ cos²θ\], where θ is the angle between the polarization axis and the direction of vibration of the incident light.

    \[3 \star\]

    If unpolarized light of intensity \[I₀\] falls on a polarizing filter, what is the intensity of the transmitted light?

    Choose the correct answer


    A
    I₀
    B
    I₀/2
    C
    I₀/4
    D
    Depends on the angle
  • Click here to show solution
  • English: When unpolarized light strikes a polarizing filter, the transmitted light intensity is half the original intensity \[(I₀/2),\] regardless of the orientation of the polarization axis.

    \[4 \star\]

    If the axes of two polarizing filters are parallel, and unpolarized light of intensity \[I₀\] falls on them, what is the intensity of the light transmitted through the second filter?

    Choose the correct answer


    A
    I₀
    B
    I₀/2
    C
    I₀/4
    D
    Zero
  • Click here to show solution
  • English: When the axes of two polarizers are parallel, the polarized light from the first passes through the second without additional loss. Final intensity = I₀/2.

    \[5 \star\]

    Two polarizing filters are perpendicular, and unpolarized light of intensity \[I₀\] falls on them, what is the intensity of the light transmitted through the second filter?

    Choose the correct answer


    A
    I₀
    B
    I₀/2
    C
    I₀/4
    D
    Zero
  • Click here to show solution
  • English: When the axes of two polarizers are perpendicular, the second filter completely blocks the polarized light from the first. Final intensity = zero.

    \[6 \star\]

    6. If a third filter is inserted at 45° between two perpendicular polarizing filters, what is the intensity of the transmitted light if the original intensity is I₀?

    Choose the correct answer


    A
    Zero
    B
    I₀/8
    C
    I₀/4
    D
    I₀/2
  • Click here to show solution
  • English: After first filter: I₁ = I₀/2. After second filter (45°): I₂ = I₁ cos²45° = (I₀/2) × (0.5) = I₀/4. After third filter (45° relative to second): I₃ = I₂ cos²45° = (I₀/4) × (0.5) = I₀/8.

    \[7 \star\]

    What is Brewster's angle?

    Choose the correct answer


    A
    The angle at which light is totally reflected
    B
    The angle at which light is refracted the most
    C
    The angle at which reflected light is completely plane-polarized
    D
    The angle at which light is absorbed
  • Click here to show solution
  • English: Brewster's angle is the angle at which light reflects completely plane-polarized, given by\[ tanθ_p = n,\] where n is the refractive index.

    \[8 \star\]

    How can light be polarized by reflection?

    Choose the correct answer


    A
    When light reflects at an angle greater than the critical angle
    B
    When light reflects at Brewster's angle
    C
    When light reflects from a metallic surface
    D
    When light reflects from a black surface
  • Click here to show solution
  • English: Light can be polarized by reflection when it reflects at Brewster's angle, resulting in completely plane-polarized reflected light.

    \[9 \star\]

    What is one application of polarization in daily life?

    Choose the correct answer


    A
    Polarized sunglasses lenses
    B
    Household lighting lamps
    C
    Non-touch phone screens
    D
    Regular mirrors
  • Click here to show solution
  • English: A common application of polarization is polarized sunglasses that reduce glare reflected from horizontal surfaces like water and roads.

    \[10 \star\]

    If linearly polarized light of intensity \[I₀\] falls on a polarizing filter, and the angle between the polarization direction of the light and the filter axis is 60 degrees, what is the intensity of the transmitted light?

    Choose the correct answer


    A
    I₀
    B
    I₀/2
    C
    I₀/4
    D
    3I₀/4
  • Click here to show solution
  • English: Using Malus's law:\[ I = I₀ cos²θ = I₀ cos²60° = I₀ × (0.5)² = I₀ × 0.25 = I₀/4.\]

    Doppler Effect in Light: Moving Source and Stationary Observer

    \[1 \star\]

    What is the Doppler effect in light?

    Choose the correct answer


    A
    Change in light intensity due to source motion
    B
    Change in frequency or wavelength of light due to relative motion between source and observer
    C
    Change in light color due to passing through a different medium
    D
    Dispersion of light into spectrum colors
  • Click here to show solution
  • English: The Doppler effect in light is the change in the observed frequency or wavelength of light due to the relative motion between the light source and the observer.

    \[2 \star\]

    When a light source moves towards a stationary observer, how does the apparent wavelength change?

    Choose the correct answer


    A
    Increases
    B
    Changes randomly
    C
    Remains the same
    D
    Decreases
  • Click here to show solution
  • English: When a light source moves towards a stationary observer, the apparent wavelength decreases (blue shift) because the waves compress in the direction of motion.

    \[3 \star\]

    When a light source moves away from a stationary observer, how does the apparent frequency change?

    Choose the correct answer


    A
    Increases
    B
    Decreases
    C
    Remains the same
    D
    Changes randomly
  • Click here to show solution
  • English: When a light source moves away from a stationary observer, the apparent frequency decreases (red shift) because the waves stretch in the direction of motion.

    \[4 \star\]

    4. If a light source moves towards a stationary observer with speed v, what is the apparent frequency according to the Doppler effect?

    Choose the correct answer


    A
    \[ƒ_{obs} = ƒ (1 + v/c)\]
    B
    \[ƒ_{obs} = ƒ (1 - v/c)\]
    C
    \[ƒ_{obs} = ƒ / (1 + v/c)\]
    D
    \[ƒ_{obs} = ƒ / (1 - v/c)\]
  • Click here to show solution
  • English: When a light source moves towards a stationary observer, we use the positive sign: \[ƒ_{obs} = ƒ (1 + v/c),\] where v is the source speed and c is the speed of light.

    \[5 \star\]

    If a light source has a frequency of \[5.0 × 10^14 \;HZ\] and moves towards a stationary observer at speed \[0.1c, \]what is the apparent frequency?

    Choose the correct answer


    A
    \[4.5 × 10^14 \;HZ\]
    B
    \[5.0 × 10^14 \;HZ\]
    C
    \[5.5 × 10^14 \;HZ\]
    D
    \[6.0 × 10^14 \;HZ\]
  • Click here to show solution
  • English: \[ƒ_{obs} = ƒ (1 + v/c) = (5.0 × 10^14) × (1 + 0.1) = (5.0 × 10^14) × 1.1 = 5.5 × 10^14 \;HZ\].

    \[6 \star\]

    If the wavelength of a light source is 600 nanometers, and the source moves away from a stationary observer at speed \[0.2c, \]what is the apparent wavelength?

    Choose the correct answer


    A
    480 nm
    B
    600 nm
    C
    720 nm
    D
    750 nm
  • Click here to show solution
  • English: When source moves away:\[ Δλ = λ_{obs} - λ = +λv/c.\]\[ λ_{obs} = λ + λv/c = 600 + 600×0.2 = 600 + 120 = 720 nm.\]

    \[7 \star\]

    What is the amount of redshift for a source moving away at speed \[0.05c\]?

    Choose the correct answer


    A
    0.05
    B
    0.5
    C
    0.005
    D
    0.1
  • Click here to show solution
  • English: The redshift amount\[ z = Δλ/λ = v/c = 0.05c/c = 0.05.\]

    \[8 \star\]

    If a light source moves away from a stationary observer, and there is a wavelength shift of 100 nanometers, with the original wavelength being 500 nanometers, what is the speed of the source?

    Choose the correct answer


    A
    0.1c
    B
    0.2c
    C
    0.3c
    D
    0.4c
  • Click here to show solution
  • English:\[Δλ = λv/c → v = c × (Δλ/λ) = c × (100/500) = c × 0.2 = 0.2c.\]

    \[9 \star\]

    What is the astronomical application of the Doppler effect in light?

    Choose the correct answer


    A
    Measuring the temperature of stars
    B
    Measuring the radial velocity of stars and galaxies
    C
    Determining the chemical composition of stars
    D
    Measuring the diameter of stars
  • Click here to show solution
  • English: The main astronomical application of the Doppler effect is measuring the radial velocity of stars and galaxies by measuring the shift in their spectral lines.

    \[10 \star\]

    If a light source has a frequency of \[6.0 × 10^14 \;HZ\] , and a stationary observer sees an apparent frequency of \[ 5.4 × 10^14 \;HZ\] Is the source moving towards or away from the observer? And what is its speed?

    Choose the correct answer


    A
    Moving towards the observer at speed \[0.1c\]
    B
    Moving away from the observer at speed \[0.1c\]
    C
    Moving towards the observer at speed \[0.2c\]
    D
    Moving away from the observer at speed \[0.2c\]
  • Click here to show solution
  • English: Apparent frequency is less than actual frequency, so red shift and source is moving away. \[ƒ_{obs} = ƒ (1 - v/c) → 5.4×10^14 = 6.0×10^14 (1 - v/c) → 0.9 = 1 - v/c → v/c = 0.1 → v = 0.1c.\]

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