Exam 11: Our Star: the Sun

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Illustrate the steps by which hydrogen is fused into helium in the Sun in the proton-proton chain.

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If a sunspot appears one-third as bright as the surrounding photosphere,and the average temperature of the photosphere is 5800 K,what is the temperature of the gas in this sunspot?

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Explain why hydrostatic equilibrium results in the center of the Sun having the highest pressure and temperature.

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Detection of solar neutrinos confirms that:

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When solar activity is very high,Earth's atmosphere will:

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Which of the following are manifestations of solar magnetic activity?

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Which of the following layers of the Sun makes up the majority of its interior?

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Show that a star with the same mass,composition,radius,and luminosity as the Sun,but with a higher temperature (that is,a "too-hot" Sun),leads to a contradiction.

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The bulk of the Sun's energy generation is contained within a region of:

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Approximately what is the temperature at the center of the Sun?

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Examine the figure below.Explain why it takes so long for gamma-ray energy to find its way to the outer layers of the Sun. Examine the figure below.Explain why it takes so long for gamma-ray energy to find its way to the outer layers of the Sun.

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When two atomic nuclei come together to form a new species of atom,it is called:

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In the figure below,label the regions of the Sun. In the figure below,label the regions of the Sun.

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Density,temperature,and pressure ________ as you move inward in the interior of the Sun.

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Through hydrogen fusion,the Sun loses approximately 4 million tons of mass each second.If it burns hydrogen at this rate for 10 billion years,what percentage of its original mass will it lose in all? (Note: The mass of the Sun is 1.99 × 10³⁰ kg,and 1 ton = 1,000 kg.)

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Why is hydrogen burning the main energy source for main-sequence stars?

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The majority of the Sun's energy comes from:

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Observations of sunspots led to the discovery of the Sun's:

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Explain why magnetic fields trap coronal gas over much of the solar surface but allow it to escape in coronal holes.

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We can determine how the density changes with radius in the Sun using:

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