Unit 2: The Particulate Nature of Matter

Topic 2.2: Greenhouse Effect Questions

Practice 20 exam-style questions for IB Physics SL Topic 2.2. Review the question stems below, then unlock the full Question Bank to access markschemes, model answers, and AI grading.

1State1 mark
Aimnova practice
State what is meant by the albedo of a surface.
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2State2 marks
Aimnova practice
The filament of a lamp behaves as a black body.

The lamp is dimmed, so the filament's temperature falls.

State how the shape of the filament's black-body radiation curve changes as a result.
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3Define3 marks
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Define what is meant by a black body, and outline why a real star is a good approximation to one.
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4Identify1 mark
A geography student researching climate change reads that human activity since the Industrial Revolution has strengthened the natural greenhouse effect, leading to global warming.

Which human activity is the main cause of this enhanced greenhouse effect?
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5Calculate2 marks
Aimnova practice
A small heat lamp radiates 120 W of infrared power equally in all directions.

Calculate the intensity of the radiation 4.0 m from the lamp.
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6Calculate1 mark
A region on the equator has the Sun directly overhead at midday.

The intensity of solar radiation arriving at the top of the atmosphere is 1360 W m⁻², and the atmosphere has an albedo of 0.30.

Assuming no absorption by the atmosphere, what is the intensity of solar radiation reaching the surface?
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7Determine2 marks
Aimnova practice
The peak of a black body's emission spectrum is measured to be at a wavelength of 4.8 × 10⁻⁷ m.

Using Wien's displacement law (λ_max T = 2.9 × 10⁻³ m K), determine the surface temperature of the body.
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8State1 mark
Aimnova practice
State what is meant by a **greenhouse gas**.
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9Identify1 mark
Aimnova practice
Identify which of the following statements about Earth's albedo are correct.

I. Earth's albedo can change with the time of day.
II. Earth's albedo depends on the latitude of the location.
III. Earth's albedo increases when cloud cover increases.
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10State1 mark
Aimnova practice
State what is meant by the solar constant.
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11Calculate2 marks
Aimnova practice
A satellite measures that a region scatters 4.2 × 10¹⁶ W of solar power back to space out of 1.2 × 10¹⁷ W of incident solar power.

Calculate the albedo of this region.
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12Identify2 marks
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Identify **two** greenhouse gases whose atmospheric concentration is increased by human activity, and for each give one human source.
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13Estimate2 marks
Aimnova practice
A textbook states that without the greenhouse effect the Earth's average surface temperature would be around −18 °C instead of about 15 °C.

Estimate, in kelvin, how much warmer the greenhouse effect makes the surface, and state what this shows about the greenhouse effect.
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14Explain4 marks
Aimnova practice
As a metal bar is heated in a furnace it first glows dull red, then orange, and eventually bright white.

Using the laws of black-body radiation, explain why both the colour and the brightness of the bar change as its temperature rises.
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15Calculate4 marks
Aimnova practice
A region of ocean has an albedo of 0.08.

After it freezes over, the new sea ice has an albedo of 0.60.

The average incoming solar intensity is 340 W m⁻².

Calculate the intensity absorbed before and after freezing, and explain how this acts as a feedback that affects warming.
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16Outline2 marks
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Outline the mechanism by which greenhouse gases keep the Earth's surface warmer than it would be with no atmosphere.
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17Determine3 marks
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Mercury orbits the Sun at a mean distance of 5.8 × 10¹⁰ m, while the Earth orbits at 1.5 × 10¹¹ m where the intensity is the solar constant, 1.36 × 10³ W m⁻².

Determine the intensity of solar radiation at Mercury's distance.
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18Calculate1 mark
Two stars, X and Y, behave as black-body spheres and emit exactly the same total power.

Star X has surface temperature T and radius 8.0 × 10⁸ m.

Star Y has surface temperature 2T.

What is the radius of star Y?
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19Calculate3 marks
Aimnova practice
A household needs a continuous electrical supply of 2.4 kW from solar panels.

The panels are 20% efficient and the sunlight reaching them has an intensity of 8.0 × 10² W m⁻².

Calculate the total panel area required.
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20Show that3 marks
Aimnova practice
The solar constant is S = 1.36 × 10³ W m⁻² and the Earth orbits the Sun at a mean distance d = 1.5 × 10¹¹ m.

Show that the total power radiated by the Sun is approximately 4 × 10²⁶ W.
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