Water
Macromolecules
Enzymes
All of Unit 3
Random
100

What type of molecule is water? 

polar

100

A subunit of a macromolecule is called what? 

monomer

100

What type of macromolecule is an enzyme? 

protein

100

What is an atom? 

smallest unit of matter
building block 

100

What is the difference between a tortoise and turtle?

Turtle- lives in water

Tortoise- lives on land

200

What type of bonds explain the properties of water? 

Hydrogen bonds

200

What are the 3 parts of a nucleotide? 

phosphate group

nitrogenous base

sugar

200

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

endothermic

200

What are the 3 parts of an atom and their respective charge? 

proton- positive

neutron- no charge

electron- negative

200

What is a group of frogs called? 

an army 

300

What property of water explains why fish and mammals in the ocean do not overheat in the summer?

high specific heat

300

What type of bonds hold amino acids together?

peptide bonds

300

How do enzymes & substrates bond? 

- how do they find each other? 

- where does the bond take place?

bond at the active site

collide in the cytoplasm of a cell

300

Anything ending in -ose is what type of molecule?

Anything ending in -ase is what type of molecule? 

Bonus (10 points): Anything ending in -in is typically what type of molecule? 

sugar

enzyme

Bonus: protein

300

Who was the oldest person to sign the Declaration of Independence?

Benjamin Franklin

400
What is the difference between cohesion and adhesion? 

Cohesion- attraction between 2 of the same molecules (water and water)

Adhesion- attraction between 2 different molecules (water and a tree)

400

What are the four macromolecules & their monomers?

protein- amino acid

lipid- fatty acid & glycerol

carbohydrate- monosaccharide

nucleic acid- nucleotide

400

The temperature of the environment an enzyme is in steadily is increasing. Explain what would happen over time to the rate of the reaction and explain why in terms of the enzyme.

the rate of reaction increases to a point, it would then decrease as the enzyme denatures

400

What is a substrate? & what happens to it during a reaction? 

an reactant; it is changed

400

What type of room has no windows or doors? 

A mushroom

500

Name all of the properties of water

high specific heat

density

adhesion

cohesion

surface tension

(solvent) 

500
What is the polymer of each macromolecule? 

Protein- polypeptide 

Lipids- triglycerol; saturated or unsaturated fat

Carbohydrates- polysaccharide

Nucleic Acid- DNA, RNA

500

What factors effect the reaction rate of enzymes? explain what would happen with each factor

concentration of substrate- increase until enzyme is saturated, then it levels off

concentration of enzymes- increase as long as there is enough substrate

environmental factors- can increase or decrease depending on enzyme- led to denaturing when outside the optimal range

500

What is the difference between a polar and non polar molecule? What is a covalent bond? 

partial charge vs. no charge

sharing electrons

500

What object gets shorter as it gets older? 

candle or pencil 

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