Lesson 3.9
3.9 Astrophysics: telescopes, classification of stars, cosmology Quiz: AQA Physics, Unit 9
20 questions
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Lesson 3.9, Astrophysics: telescopes, classification of stars, cosmology: 20 multiple choice questions for the AQA Physics (7408), Unit 9: Astrophysics (A-level option), written with Revision Ninja.
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The 20 questions
-
Which expression gives the minimum angular resolution of a telescope of aperture D observing light of wavelength lambda?
- theta approximately lambda squared / D
- theta approximately lambda x D
- theta approximately D / lambda
- theta approximately lambda / D
-
How does the light-collecting power of a telescope depend on its objective diameter?
- It is proportional to the cube of the diameter
- It is inversely proportional to the diameter
- It is proportional to the square of the diameter
- It is proportional to the diameter
-
What is the angular magnification of an astronomical telescope in normal adjustment?
- M = fo x fe, the product of the two focal lengths
- M = fo + fe, the sum of the two focal lengths
- M = fo / fe, the objective focal length divided by the eyepiece focal length
- M = fe / fo, the eyepiece focal length divided by the objective focal length
-
What is the arrangement of a Cassegrain reflecting telescope?
- a parabolic concave primary mirror and a convex secondary mirror
- two concave lenses placed on the same axis
- a flat primary mirror and a convex lens eyepiece
- a parabolic convex primary mirror and a concave secondary mirror
-
Which aberration is a key disadvantage of refracting telescopes that reflecting telescopes largely avoid?
- diffraction caused by the support struts of the mirror
- chromatic aberration, caused by different wavelengths focusing at different points
- coma caused by the secondary mirror
- seeing caused only by the atmosphere above the telescope
-
A star's apparent magnitudes differ by 1. What is the ratio of their brightnesses?
- about 10
- about 1.58
- about 100
- about 2.51
-
Which equation relates apparent magnitude m, absolute magnitude M and distance d in parsecs?
- m + M = 5 log10(d)
- m - M = 5 log10(d / 10)
- m - M = log10(d) / 5
- m - M = 5 log10(10 / d)
-
A star has apparent magnitude 6 at a distance of 100 parsecs. What is its absolute magnitude?
- 6
- -1
- 11
- 1
-
A star has a peak wavelength of 500 nm in its black-body spectrum. Using Wien's displacement law with constant 2.9 x 10^-3 m K, what is its surface temperature?
- 5800 K
- 5.8 x 10^6 K
- 580 K
- 2900 K
-
Two stars have the same surface temperature, but one has twice the radius of the other. What is the ratio of their power outputs?
- 4 : 1
- 1 : 1
- 2 : 1
- 8 : 1
-
A galaxy has a recession speed of 7000 km/s. Using Hubble's constant H0 = 70 km/s per Mpc, what is its distance?
- 490 Mpc
- 100 Mpc
- 7000 Mpc
- 10 Mpc
-
A galaxy has redshift z = 0.01 for a recession speed much less than c. What is its recession speed?
- 30 km/s
- 30 000 km/s
- 3000 km/s
- 300 km/s
-
What is the approximate Schwarzschild radius of a black hole with the mass of the Sun?
- about 3 m
- about 30 km
- about 3 km
- about 300 m
-
What defines a black hole?
- its density is the same as water
- its temperature is higher than that of a neutron star
- it emits strong gamma rays from its surface
- the escape velocity at its surface exceeds the speed of light
-
Why are Type 1a supernovae used as standard candles?
- they are always the brightest objects in the sky
- they pulse at a fixed frequency that gives their distance
- they have a consistent peak absolute magnitude, so their apparent brightness gives their distance
- they emit identical spectra, so their distance follows from their colour
-
Using Hubble's constant H0 = 70 km/s per Mpc, what is the approximate age of the Universe if H0 is assumed constant?
- about 140 billion years
- about 4.6 billion years
- about 1.4 billion years
- about 14 billion years
-
A spectral line at 500 nm shifts by 0.02 nm due to the Doppler effect. What is the speed of the source?
- 1.2 km/s
- 0.12 km/s
- 12 km/s
- 120 km/s
-
What is the minimum angular resolution of a 2.5 m diameter telescope observing light of wavelength 500 nm?
- 5.0 x 10^-7 rad
- 8.0 x 10^-8 rad
- 2.0 x 10^-7 rad
- 2.0 x 10^-5 rad
-
Why is a CCD often preferred to the eye as a detector in astronomy?
- it has a higher quantum efficiency and can integrate light over long exposures
- it cannot detect faint objects but is more convenient to use
- it detects only infrared light
- it has a lower quantum efficiency but a sharper image
-
A star dims by 1% during a transit by a planet. What can be deduced about the planet?
- its radius is about one tenth of the star's radius
- its mass is one percent of the star's mass
- its radius is one hundredth of the star's radius
- its radius equals the star's radius
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