Midterm Questions Flashcards

1
Q

Why are Cepheid variables so important for measuring distances in astronomy?

A

They all have the same luminosity.

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2
Q

The distribution of the mass of the Milky Way Galaxy is determined by?

A

Studying the rotation of the galaxy.

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3
Q

You observe a star in the disk of the Milky Way, and you want to plot the star on an H-R diagram. You will need to determine all of the following, except the?

A

Rotation rate of the star.

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4
Q

How many atoms fit across the period at the end of this sentence?

A

Millions

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5
Q

Modern telescopes are capable of seeing bright galaxies up to about?

A

10 billion light-years away.

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6
Q

Which of the following statements is not one of Newton’s laws of motion?

A

What goes up must come down.

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7
Q

What do we mean when we say the universe is expanding?

A

Average distances are increasing between galaxies.

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8
Q

How many galaxies are there in the observable universe?

A

Roughly (within a factor of 10) the same as the number of stars in our galaxy.

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9
Q

What is a possible solution to the solar neutrino problem?

A

The electron neutrinos created in the Sun change into another type of neutrino that we do not detect.

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10
Q

The tides on Earth are an example of?

A

Newton’s third law of motion.

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11
Q

Each of the following lists two facts. Which pair can be used with Newton’s version of Kepler’s third law to determine the mass of the Sun?

A

Earth is 150 million km from the Sun and orbits the Sun in 1 year. (Distance and orbital period)

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12
Q

Which of the following statements does not use the term angular size or angular distance correctly?

A

The angular distance between those two bright stars in the sky is about 2 meters. Angular distance is in degrees between two objects. Angular size is also in degrees, but is for one object.

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13
Q

What quantities does angular momentum depend upon?

A

Mass, velocity, and radius

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14
Q

Roughly how many stars in the Milky Way Galaxy?

A

100 billion

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15
Q

What do we mean by the observable universe?

A

The part of the universe that could be observed in principle, including things that may require future technologies.

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16
Q

A star’s luminosity is the?

A

Total amount of light that the star radiates each second. W = J/s

17
Q

Patterns of stars in constellations hardly change in appearance over a few thousand years. Why?

A

The stars in our sky actually move rapidly relative to us - thousands of kilometers per hour - but are so far away that it takes a long time for this motion to make a noticeable change in the patterns in the sky.

18
Q

Suppose we look at a photography of many galaxies. Assuming that all galaxies formed at about the same time, which galaxy in the picture is the youngest?

A

The one that is farthest away.

19
Q

Which of the following is not a unit of energy?

A

Kilowatt.

20
Q

You are standing on a scale in an elevator. Suddenly you notice your weight decreases. What do you conclude?

A

The elevator is accelerating downwards.

21
Q

Which scientists played a major role in overturning the ancient idea of an Earth-centered universe, and about when?

A

Copernicus, Kepler, and Galileo; about 400 years ago.

22
Q

Which of the following statements about the sunspot cycle is not true?

A

The rate of nuclear fusion in the Sun peaks about every 11 years.

23
Q

The age of the universe is?

A

Between 10 billion and 16 billion years.

24
Q

What is a spectrum binary?

A

“can’t see 2 different stars NOR oscillating
spectral lines, BUT mutually exclusive spectral lines”. It is a binary star system that cannot differentiated by spectral lines or changes in apparent brightness on a light curve, but by observing that they both have distinct sets of spectral lines.

25
Q

What four stellar parameters are used in comparing one star with another? Which is the most important and how do the others depend on this parameter?

A

Mass, luminosity, temperature, and chemical composition. Mass.

26
Q

Describe the butterfly diagram, what data it is based upon, what physical processes produces the effect, and who collect the data?

A

Quantity of sunspots and how they vary over time. Magnetohydrodynamics and twisting of magnetic field lines. Annie Mauder.

27
Q

What is Kepler’s Third Law?

A

Square of a planet’s orbital period (p) is proportional to the cube of its semimajor axis to the object it is orbiting (a). When p is in years and a is in AU, p^2 = a^3.

28
Q

What is Newton’s version of Kepler’s third law?

A

p^2 = 4pi^2a^3 / G (m1+m2). p is in seconds, a is in meters, mass is in kg.

29
Q

An earth-like planet orbits its central star at a distance of 2 AU in a time of 4 years. Determine the mass of the central star in solar masses.

A

For the Sun and the Earth, the orbital period is 1 year and the distance is 1 AU. Therefore, 4pi^2/G(Msun) is equal to 1. Given that the orbital period is 4 years (4^2 = 16) and the distance is 2 AU (2^3 = 8), the mass must be equal to 2.

30
Q

The central star in the above example is found to be an M type star. Using the typical temperature of an M type star and assuming it has the same diameter as the sun, compare its luminosity with that of the Sun.

A

Luminosity of the M type star divided by the Luminosity of the Sun means that all the variables are cancelled except for the temperature. 3000K^4 divided by 5800K^4 = 13.97

31
Q

What is the brightness of the M star as seen by this earth-like planet compared with the brightness we measure from our Sun? Express you answer in Wm^-2. What are the conditions likely to be on this planet?

A

Brightness is Luminosity / 4pi*distance^2. At 1 AU, the brightness is 1/16 of the solar irradiance. At 2 AU, the brightness is 1/64.