Cellular Respiration
Chemistry
Chemistry 2
Ecology
Misc.
100

What are the three stages of cellular respiration?

Glycolysis, Krebs cycle, and electron transport chain

100

You have a mixture that is measuring 5.4 on the pH scale.  Is this an acid or base?

Acid

100

Describe the difference between a polymer and a monomer.

Monomers are smaller units of macromolecules while polymers are long chains of monomers.

100

Give four examples of abiotic factors.

Sunlight, heat, precipitation, water or wind currents.

100

How many ATP molecules are created per 1 glucose molecule?

36 molecules of ATP per 1 molecules of glucose

200

Where does glycolysis, Krebs cycle, and electron transport chain occur?

Glycolysis: cytoplasm. Krebs cycle: mitochondria, electron transport chain: mitochondria

200
It is understood that if a solution has a pH of more than 7.0, it would be considered basic.  What does this mean for ions?

Anything basic will have a higher concentration of OH- ions.

200

What are the four classes of macromolecules?

Carbohydrates

Lipids

Nucleic Acids

Proteins

200

Explain the difference between an autotroph and a heterotroph.

Autotroph will be able to make their own food while a heterotroph must obtain food from some other organism.

200

What is the name of the energy that is needed to start a chemical reaction and what is needed often to speed up a reaction?

Activation energy and a catalyst.

300

What is the main electron carrier in glycolysis AND what happens when it has two electrons added to it?

NAD+ and it becomes NADH

300
By what process are macromolecules formed?

Polymerization

300

What are the elements that make up Carbohydrates and in what ratio are they typically found?

Carbon-1, Hydrogen-2, Oxygen-1

300

Name the 5 levels of organization of organism on Earth.  Name them from the most specific to the most diverse.

Species

Population

Community

Ecosystem

Biome

300

Explain the difference between a food chain and a food web.

A food chain is a a series of events in which energy is transferred by eating or being eaten.  It is typically a linear chain.  A food web is multiple food chains within an ecosystem.

400

What is fermentation?

When oxygen is not present, glycolysis can continue by a process called fermentation. In the absence of oxygen, fermentation releases energy from food molecules by producing ATP.

400

Name the 3 components of a nucleic acid and the 5 elements that you will find in nucleic acids.

1. Phosphate Group

2.  Nitrogenous bases

3. 5-carbon sugar

Hydrogen, Oxygen, Carbon, Phosphorus, and Nitrogen.

400

Name this macromolecule

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

Lipid

400

Name the 6 consumer groups.

Carnivores

Scavengers

Decomposers

Herbivores

Omnivores

Detritivores

400

Bacteria converting Nitrogen to ammonia is a specific process.  What is the name of this process?

Nitrogen fixation

500

What is produced as a result of the electron transport chain?

High-energy electrons are used to convert ADP into ATP. NADH and FADHâ‚‚ will pass their electrons to oxygen. Oxygen and H+ will then combine to form water.

500

Name the elements that make up proteins and what chains of proteins are also known as.

Nitrogen, Carbon, Hydrogen, Oxygen


Amino Acids

500

What special type of bonds are holding together long chains of amino acids?

peptide bonds

500

Describe how much energy is being LOST at each level of an ecological pyramid.

Only about 10% is available at each level so about 90% is lost.

500

Describe what happens with an enzyme substrate complex.

A substrate will enter into the active site of an enzyme.  Substrates will then be converted into the product within the reaction because the activation energy is lowered in the reaction.  Products are then released from the enzyme.

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