Nucleic Acid Structure
Macromolecules
Protein Synthesis
Human Impact
100

List the 3 differences between RNA and DNA structures. 

1. RNA is single stranded, DNA is double stranded

2. RNA has ribose sugar instead of deoxyribose sugar
3. RNA has the nitrogenous base Uracil instead of Thymine

100

What are the 4 macromolecules?

Lipids, proteins, carbohydrates, nucleic acids

100

What is transcription?

Creating an mRNA complementary strand from a DNA template in the nucleus

100

What are anthropogenic changes?

Changes brought upon the environment due to human activity

200

Name the 4 nitrogenous bases and which bases bind to each other (in DNA)

Adenine, Thymine, Cytosine, Guanine.

Adenine binds to Thymine

Cytosine binds to Guanine

200

Name and describe the process that allows two molecules to bond?

Dehydration Synthesis: Water is removed in order to form bonds 

200
Where do transcription and translation occur?

Transcription occurs in the nucleus. Translation occurs on ribosomes in the cytoplasm. 

200

List 2 ways in which biodiversity can be decreased in a rainforest?

Deforestation, invasive species, global warming, etc.

300
What is the name of DNA's monomer, and what are the three components of it?

Nucleotide

1. Phosphate Group

2. Sugar

3. Nitrogenous base

300
Name and describe the process that breaks bonds between polymers.

Hydrolysis: Breaking bonds by adding water

300
What is a codon, and what does it code for?

A codon is three base pairs in an mRNA sequence that codes for 1 amino acid. 

300

How do invasive species lower biodiversity?

Increased competition
No natural predators

400

Name both of the bonds the arrows are pointing to. 

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

1. Hydrogen Bond

2. Phosphodiester Bond

400

Describe how phospholipids would arrange themselves in a solution of water and why. (Draw a picture to help explain)

They would create two layers in which the hydrophilic heads would be on the external side and the hydrophobic tails would face the inside. This is because the hydrophilic heads "like" water and are able to interact with it whereas the hydrophobic tails "hate" water.

400

What would occur if the RNA sequence: GGGCUA became GGGCCA?

Instead of creating a protein product of Glycine-Leucine, it would create a protein product of Glycine-Proline

400

How would the earth be affected if there were no greenhouse gases?

The greenhouse gases trap in solar radiation. If there were none, the solar radiation would escape from the Earth and the Earth would be too cold to inhabit.

500

In order for both of DNA's strands to properly base pair with each other, the strands need to be __________________. 

Antiparallel

500

Describe the primary, secondary, tertiary, and quaternary structure of proteins. 

Primary: The amino acid sequence

Secondary: Beta Folds and Alpha Helix

Tertiary: Folding and bonds within the amino acid sequence 

Quaternary: Two different amino acid sequences binding with each other

500

What is the resulting amino acid sequence from this strand of DNA: TACAATGCAGGG

Methionine- Leucine- Arginine- Proline

500

Describe the steps that lead up to a dead zone?

1. Runoff of fertilizers high in Nitrogen and Phosphorous into bodies of water

2. Algae bloom: Algae populations grow rapidly

3. Due to competition, large amounts of algae begin to die

4. Decomposers consume their dead matter, using up a lot of the oxygen in the body of water

5. Low oxygen availability for other organisms in the water

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