Properties of water
intramolecular forces
Monomers and Polymers
Protein Folding
Catabolic and Anabolic reactions
100

Define Cohesion

water molecules are attracted to each other

100

What type of bond transfers electrons

Ionic Bonds

100

what is the monomer of a nucleic acid

Nucleotide

100

What makes up a polypeptide chain that was formed by protein synthesis?

Amino Acids

100

Is digestion catabolic or anabolic?

Catabolic

200

Is capillary action an example of Cohesion or adhesion?

Adhesion

200

This bond is between amino acids leading to the polypeptide chains

Peptide bonds

200

List the 4 organic compounds

Carbohydrate

Lipid

Protein

Nucleic Acid

200

what do each of these pictures depict?

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

Alpha Helix and Beta pleated sheet

200

explain the difference between catabolic and anabolic

catabolic breaks down large molecules into smaller ones

anabolic joins small molecules to make a larger molecule

300

Why is ice able to float? What causes the molecules of the ice to separate?

ice floats because it is less dense than water. The orientation of the hydrogen bonds causes the molecules to separate, which decreases the density

300

What is a covalent bond that joins carbohydrate molecule with another group

Glycosidic bond

300

which type of organic compound can create a glycosidic bond

Carbohydrate

300

Which structure of protein folding forms local folded structures because of interactions between atoms of the backbone of the polypeptide?

Secondary Structure

300

what is the chemical breakdown of a substance that is caused by the addition of water

Hydrolysis

400

Describe surface tension in water

Surface tension allows water to support small objects if they are placed carefully on its surface.

400

What type of bond is depicted below?


Hydrogen Bond

400

What Monomer is depicted below?

<img data-fr-image-pasted="true" 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

Nucleotide

400

Explain the Tertiary Structure

3D structure of polypeptide

interactions such as hydrogen bonding, london dispersion, ionic bonding

hydrophobic interactions

400

Are anabolic reactions exergonic or endergonic?

endergonic

500

Describe a major physical/chemical property of water that makes it unique from other liquids

the hydrogen atoms in a water molecule have a partial positive charge while the oxygen has a partial negative charge 

. Polarity influences the ability of water to act as an solvent for hydrophilic substances

High Specific Heat- water has the greatest specific heat capacity of all liquids due to bonding among water molecules

500

Explain the difference between Ionic and Covalent Bonds

Electrons are transferred in ionic bonds whereas in covalent bonds they are shared

500

Define Cholesterol

Used to make hormones, bile acids,  and fat-soluble vitamins to be used in the body

attached to the cell membrane

helps it maintain fluidity.

500

What would the Quaternary structure need in order to be classified as a protein

A polypeptide

500

Define Dehydration Synthesis

the joining of molecules due to the removal of water (dissolves bonds)