CARBON
ATMOSPHERE
GRAPHS
CLIMATE
OLD UNITS
100

Think about the process of photosynthesis. What gas in an INPUT and what gas is an OUTPUT? 

Carbon dioxide is the input and oxygen is the output. 

100

The Earth's atmosphere is composed of 78%  __________ and 21% ____________. 

78% nitrogen

21% oxygen

100

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

Mr. Palmer is more right. This graph only demonstrates an increase in atmospheric carbon dioxide. It does not demonstrate the cause (probably human activity) or effects (probably climate change) of that increase. 

100

Last week Nashville experienced temperatures that were extremely warm as well as temperatures that were below freezing. Is this a description of weather or climate? Why?

Weather because weather is the day to day atmospheric conditions. Climate is a 30 year average of atmospheric conditions. 

100

What is the function of the nervous system? 

It controls the function of all other body systems. 

200

Consider the carbon cycle. How does carbon naturally return to the atmosphere (without the burning of fossil fuels)? 

Animal respiration. 

200

Greenhouse gases compose 1% of the Earth's atmosphere. Which greenhouse gas's main function is to trap heat? 

Carbon dioxide. 

200

What trend does this graph demonstrate? 

The temperatures in Texas have been increasing while the amount of rainfall in Texas has been decreasing. 

200

Name 3 effects of climate change. 

-Increased sea surface temperatures

-Melting ice caps

-Increased extreme weather events

-Ocean acidification

-Shorter winters

-Birds migrating further north 

200

What is the name of the control center of the cell that houses DNA? 

Nucleus. 

300

How does burning fossil fuels impact the atmosphere? Explain why. 

Burning fossil fuels releases carbon dioxide into the atmosphere because fossil fuels are formed from the remains of dead organisms. 

300

How does the greenhouse effect keep our Earth warm? Make sure to name how specific gases contribute to the greenhouse effect. 

Greenhouse gases such as carbon dioxide trap heat from the sun's rays. 

300

Ms. Harmon and Ms. Tey had a disagreement over this graph while planning their math lessons. Ms. Harmon said this graph demonstrates an overall increase in rain in the United States. Ms. Tey said rainfall levels are increasing at a steady rate in the United States according to this graph. Who's answer is more accurate? Explain why. 

Ms. Harmon's answer is more accurate. The overall trend in this graph is an increase in heavy precipitation. However, the increase is not the sam every decade, so we cannot say it's increasing at a steady rate. 

300

How does the destruction of the Amazon rainforest impact climate change? 

The levels of carbon dioxide in the atmosphere increase because there are less trees to intake carbon dioxide as part of photosynthesis. 

300

What is a group of similar cells performing the same function? 

Tissue. 

400

If there is an increase of carbon dioxide in the atmosphere, how will the Earth be affected? 

The Earth's temperature will become warmer. 

400

How does burning fossil fuels impact the greenhouse effect? Make sure to name the function of specific gases in your answer. 

Burning fossil fuels makes the greenhouse effect more intense because they release carbon dioxide into the atmosphere. More carbon dioxide in the atmosphere means more heat is trapped, which ultimately means our Earth is warmer. 

400

How can both these graphs, which chart observations about rainfall in the United States, be true? 

They are both true because even though overall rainfall has increased in the United States that does not mean that rainfall has increased in every part of the United States. In fact, some parts of the United States, and world, have seen a decrease in average rainfall. 

400

How do scientists use the geologic record to understand if climate change is happening? 

Evidence from the geologic record demonstrate that levels of carbon used to be much lower. 

400

What is the powerhouse of the cell called? 

Mitochondria. 

500

If there is an increase in deforestation how will the Earth's atmosphere be impacted? Explain why. 

The Earth's amount of carbon dioxide in the Earth's atmosphere will increase because trees take in carbon dioxide as part of photosynthesis. 


BONUS: This means that Earth's temperatures will rise. 

500

During the Middle Ages (1500 - 1600s), scientists believe global sea surface temperatures were cooler than they are now. Explain how the atmosphere's absorption of infrared radiation resulted in cooler temperatures during this time. 

Because humans produced less carbon emissions during the Middle Ages, less of the infrared radiation of the sun was absorbed by carbon dioxide. This means that global temperatures were generally cooler. 

500

Unfortunately, Ms. Harmon and Ms. Tey are still arguing. They found a different graph about carbon dioxide emissions and are comparing it to the graph about heavy precipitation. Ms. Harmon is arguing the increase in carbon dioxide in the atmosphere is causing a varying changes in rainfall patterns. Ms. Tey is arguing that carbon dioxide has increased a steady rate and heavy rainfall has shown an overall increase. Who is more correct? Explain why. 

Ms. Tey is more correct. She correctly names the two big trends in these graphs: a steady rate of increase in atmospheric carbon dioxide and an overall increase in heavy rainfall. Ms. Harmon is not as accurate to say there have just been "changes" in rainfall. In addition, it is not a guarantee that the increased carbon dioxide has caused the increase in rainfall, although it is very likely. 

500

Why would a country decide to use renewable resources for energy generation? 

Renewable resources allow for less carbon emissions and do not run out. 

500

What organ systems provide cells with the resources they need to function? (There are 2.) 

The digestive system provides cells with energy, or molecules from food. The respiratory system provides cells with oxygen, or molecules from the air. 

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