Draw Conclusions from the Evidence for Thinking through Sources 29

Document Links:

Document 29.1 GEORGE W. BUSH, Press Release on Global Climate Change (2001)

Document 29.2 LESTER BROWN, Outgrowing the Earth (2004)

Document 29.3 Hurricanes Katrina and Rita Environmental Justice Act (2007)

Document 29.4 BARACK OBAMA, State of the Union Address (2012)

Document 29.5 ENVIRONMENTAL PROTECTION AGENCY, Climate Change Facts (2012)

Draw Conclusions from the Evidence for Thinking through Sources 29

Instructions

This exercise asks you to assess the relationship between conclusions and evidence. Identify which of the following conclusions are supported by the specific piece of evidence. Click “yes” for those pieces of evidence that support the conclusion and “no” for those that do not.

Conclusion A

As environmental disasters related to the production and use of fossil fuels and the advancing effects of climate change have become more frequent in the twenty-first century, environmental issues have become increasingly important and controversial in American politics.

Question 29.19

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Question 29.20

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Question 29.21

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

Question 29.22

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

Conclusion B

Although the dangers associated with uncontrolled environmental pollution and climate change have been well-known for several decades, powerful oil company lobbyists and defenders of the free market have frequently obstructed the development of government policies to manage and mitigate these threats.

Question 29.23

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

Question 29.24

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

Question 29.25

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

Question 29.26

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

Conclusion C

As the disastrous effects of environmental pollution and climate change have become increasingly apparent since the beginning of the twenty-first century, many political leaders and government agencies have increased their efforts to create new policies that will promote clean energy and reduce carbon emissions.

Question 29.27

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

Question 29.28

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

Question 29.29

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

Question 29.30

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