Enzymes are ___________ made up of amino acids.
proteins
What are 2 factors that affect enzymes?
Temperature
pH level
concentration
inhibitors
Where do enzymes and substrates connect?
active site
What is the optimal temperature for THIS enzyme on the graph?
40 degrees Celsius
Which of the following best describes how enzymes affect chemical reactions?
A. They speed up the rate of reactions.
B. They change the reactants into ions.
C. They dissolve the products of reactions.
D. They take the place of one of the reactants.
A. They speed up the rate of reactions.
Enzymes ________ ___ chemical reactions.
speed up
37 degrees Celsius
What does optimal / optimum mean?
best
What is the optimal pH level for THIS enzyme on the graph?
8
Which of the following statements explains the importance of enzymes that check for mistakes during DNA replication?
A. The enzymes replace the DNA with RNA.
B. The enzymes speed up the rate of RNA synthesis.
C. The enzymes remove many recessive gene copies from the nucleus.
D. The enzymes prevent many genetic mutations from being expressed.
B. The enzymes speed up the rate of RNA synthesis.
Enzymes break down ___________ , such as carbohydrates.
molecules
Enzymes function at an optimal pH level. What is the optimal pH level for enzymes?
7
What does denature mean?
The enzyme stops working
Which enzyme will function at the optimal temperature of 37 degrees Celsius?
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
Enzyme A
Enzymes would be expected to function optimally at which of the following temperatures and pH values?
A. 0°C and pH 2
B. 12°C and pH 5
C. 37°C and pH 7
D. 80°C and pH 10
C. 37°C and pH 7
Enzymes are proteins that end in what 3 letters?
Inhibitors stop enzymes from functioning. What do they do to an enzyme's shape?
They change the enzyme's shape
Enzymes are proteins made up
of __________ ________.
amino acids
What are the 2 factors these graphs are showing?
Temperature + pH
Which of the following is a primary way that enzymes affect chemical reactions?
A. They decrease the pH of the products.
B. They increases the rate of the reactions.
C. They take the place of oxygen as a reactant.
D. They change the location of the reactions in the cell.
B. They increases the rate of the reactions.
Enzymes can only connect to a specific substrate. They are specific like a lock and key. They connect at the __________ _______ .
active site
What happens to an enzyme if the temperature or pH level is too high or too low?
activation energy
What is the optimal pH level for THIS enzyme on the graph?
6.6
Which of the following will most likely change when an enzyme is added to a reaction?
A. the pH of the reaction
B. the rate (speed) of the reaction
C. the products of the reaction
D. the temperature of the reaction
B. the rate (speed) of the reaction