Why do telescopes use mirrors? A quiz on light, aperture and looking into the past
Telescopes use mirrors because large lenses sag under their own weight while mirrors rest on solid supports and avoid chromatic aberration entirely. The quiz covers light speed and looking back in time, aperture and light gathering, chromatic aberration in refracting vs reflecting telescopes, spectroscopy and the Doppler effect. Try the ten questions now.
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Question 1
Why do astronomers say looking into deep space is like looking into the past?
Because light travels at approximately 300,000 km/s, light from distant objects left them minutes, years, or millennia ago.
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Because light takes time to travel, we never see the universe as it is right now; we see it as it was when the light left the object.
From the Knowverse course text.
Question 2
What is the relationship between photon frequency and energy on the electromagnetic spectrum?
Light with higher frequency and shorter wavelength always carries more energy per photon.
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There is a simple rule: light with a higher frequency always carries more energy.
From the Knowverse course text.
Question 3
What optical problem occurs in refracting telescopes when glass bends different colors at different angles?
Chromatic aberration occurs because glass refracts each color at a slightly different angle, producing colored halos around bright targets.
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This flaw is called chromatic aberration, where different colors of light focus at different distances from the lens.
From the Knowverse course text.
Question 4
Why do modern research observatories favor curved mirrors over large glass lenses?
Large lenses can only be supported at their edges and sag under gravity, whereas primary mirrors can be supported from underneath.
Source excerpt +
A lens must be supported only at its edges so light can pass through the center. As the lens gets larger and heavier, the glass begins to sag under its own weight.
From the Knowverse course text.
Question 5
If an astronomer triples the diameter of a telescope mirror, how much does its light-gathering power increase?
Light-gathering power increases with the square of the aperture diameter, meaning three squared yields nine times more light.
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You will collect 9 times as much light, because 3 squared (3 times 3) is 9.
From the Knowverse course text.
Question 6
What term describes the atmospheric smearing that turns a sharp star into a fuzzy blob?
While scintillation refers to rapid twinkling, seeing measures the overall blur caused by turbulent atmospheric layers over time.
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Seeing is a measure of how much the atmosphere smears the light of a star into a fuzzy blob instead of a sharp point.
From the Knowverse course text.
Question 7
Why must X-ray telescopes be placed in orbit around Earth?
Light moves across a vacuum at roughly 300,000 kilometers per second. Because this speed is finite, looking out into deep space reveals celestial bodies as they existed when their radiation departed. Light carries itself through alternating electric and magnetic fields, allowing it to cross completely empty space where mechanical waves cannot travel.
Observatories gather this incoming energy using wide apertures. Doubling a telescope mirror's diameter quadruples its light-gathering surface because area scales with the square of the aperture. A wider aperture also improves angular resolution, allowing observers to distinguish two nearby points of light that would otherwise merge into a single blur.
Early telescopes relied on glass lenses, but modern research observatories depend almost entirely on curved mirrors. Large lenses can only be supported along their outer rims, causing heavy glass to sag under its own weight and blur images. Mirrors can rest on solid supports from behind and avoid chromatic aberration entirely.
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Because light is not infinite; it must physically travel across the gap, which takes 1.3 seconds at 300,000 kilometers per second.
Passing starlight through a prism splits it into a spectrum. A hot, dense body produces a continuous spectrum that forms an unbroken rainbow. Wien's law shows that as an object grows hotter, its peak emission moves toward shorter, bluer wavelengths, providing a direct way to calculate the surface temperature of distant stars.
Low-density gases yield sharp spectral lines that correspond to distinct chemical elements. A hot, thin gas produces bright emission lines against dark space, while a cool gas cloud sitting in front of a continuous source absorbs those exact wavelengths. These dark gaps leave an absorption spectrum that reveals the gas's chemical composition.
Motion shifts these spectral patterns along the electromagnetic spectrum. An object moving toward Earth compresses its waves toward shorter wavelengths, producing a blueshift. When an object recedes, its waves stretch toward longer red wavelengths, producing a redshift that tracks expansion across deep space.
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This act of splitting light to study its different colors is called spectroscopy.