Enzymes: how they speed reactions, and what pH and temperature do
Grade 9 Science Worksheet

Circle the best answer.
Model drawing, not to scale. Esme’s enzyme G holds three beads in a row: round, square, round. Which substrate fits it? Use the drawing.
- Molecule N1, because two matching beads is close enough
- Molecule N4, because the enzyme reshapes to fit anything
- Molecule N2, because its three beads match in order
- Molecule N3, because it has the same number of beads
Jun warms a mixture holding the model enzyme in the graph from 40 °C to 60 °C. Predict the activity and choose the reason.
Activity-versus-temperature graph for a model enzyme (model data). Temperature (°C) across, 0 to 70, a mark every 10. Enzyme activity (% of the highest rate) up, 0 to 100, a mark every 20. The line joins (0 °C, 5), (10 °C, 15), (20 °C, 35), (30 °C, 65), (40 °C, 100), (50 °C, 40), (60 °C, 5), (70 °C, 0) with straight pieces. Activity-versus-temperature graph for a model enzyme (model data). Temperature (°C) across, 0 to 70, a mark every 10. Enzyme activity (% of the highest rate) up, 0 to 100, a mark every 20. The line joins (0 °C, 5), (10 °C, 15), (20 °C, 35), (30 °C, 65), (40 °C, 100), (50 °C, 40), (60 °C, 5), (70 °C, 0) with straight pieces. Activity-versus-temperature graph for a model enzyme (model data) 0 10 20 30 40 50 60 70 0 20 40 60 80 100 Temperature (degC) Enzyme activity (% of the highest rate) - Activity falls, because the heat uses the enzyme up
- Activity falls, because the heat changes the enzyme’s shape
- Activity stays at 100, because the enzyme is alive and adjusts
- Activity rises, because more heat makes reactions faster
The model enzyme in the graph works best near pH 2. Kira changes the mixture to pH 7. Predict the activity and choose the reason.
Activity-versus-pH graph for model enzyme P (model data). pH (pH) across, 1 to 8, a mark every 1. Enzyme activity (% of the highest rate) up, 0 to 100, a mark every 20. Enzyme P joins (1, 70), (2, 100), (3, 60), (4, 25), (5, 5), (6, 0), (7, 0), (8, 0) with straight pieces. Activity-versus-pH graph for model enzyme P (model data). pH (pH) across, 1 to 8, a mark every 1. Enzyme activity (% of the highest rate) up, 0 to 100, a mark every 20. Enzyme P joins (1, 70), (2, 100), (3, 60), (4, 25), (5, 5), (6, 0), (7, 0), (8, 0) with straight pieces. Activity-versus-pH graph for model enzyme P (model data) 1 2 3 4 5 6 7 8 0 20 40 60 80 100 pH (pH) Enzyme activity (% of the highest rate) Enzyme P - Near 0, because pH 7 is far outside the enzyme’s best range
- Near 100, because a neutral pH is gentler on most enzymes
- Near 0, because pH 7 uses up the enzyme
- Near 100, because the added liquid supplies extra energy to the reaction
A mixture holds a fixed amount of enzyme. Luz raises the substrate from 5 to 7. Using the graph, predict the rate and the reason.
Rate-versus-substrate graph for a fixed amount of enzyme (model data). Substrate amount (units) across, 0 to 7, a mark every 1. Reaction rate (units per minute) up, 0 to 100, a mark every 20. The line joins (0 units, 0), (1 unit, 30), (2 units, 55), (3 units, 75), (4 units, 85), (5 units, 90), (6 units, 90), (7 units, 90) with straight pieces. Rate-versus-substrate graph for a fixed amount of enzyme (model data). Substrate amount (units) across, 0 to 7, a mark every 1. Reaction rate (units per minute) up, 0 to 100, a mark every 20. The line joins (0 units, 0), (1 unit, 30), (2 units, 55), (3 units, 75), (4 units, 85), (5 units, 90), (6 units, 90), (7 units, 90) with straight pieces. Rate-versus-substrate graph for a fixed amount of enzyme (model data) 0 1 2 3 4 5 6 7 0 20 40 60 80 100 Substrate amount (units) Reaction rate (units per minute) - It stays near 90, because the active sites are full
- It rises, because each extra substrate adds to the rate
- It falls, because the extra substrate uses up the enzyme
- It rises, because the extra substrate brings extra energy
Milo reads an energy diagram for one reaction with and without an enzyme. What is the activation energy with the enzyme?
Energy diagram (model data, not to scale). Reaction progress across. Energy (energy units) up, 0 to 120, a mark every 20. Every curve starts at 35 on the left and ends at 15 on the right. The no-enzyme curve climbs to a peak at 95. The enzyme curve climbs to a peak at 55. Energy diagram (model data, not to scale). Reaction progress across. Energy (energy units) up, 0 to 120, a mark every 20. Every curve starts at 35 on the left and ends at 15 on the right. The no-enzyme curve climbs to a peak at 95. The enzyme curve climbs to a peak at 55. Energy diagram (model data, not to scale) 0 20 40 60 80 100 120 Reaction progress Energy (energy units) no-enzyme curve enzyme curve - 55 energy units
- 20 energy units
- 95 energy units
- 60 energy units
Using Noah’s energy diagram, by how much does the enzyme lower the activation energy?
Energy diagram (model data, not to scale). Reaction progress across. Energy (energy units) up, 0 to 120, a mark every 20. Every curve starts at 30 on the left and ends at 10 on the right. Without the enzyme climbs to a peak at 80. With the enzyme climbs to a peak at 45. Energy diagram (model data, not to scale). Reaction progress across. Energy (energy units) up, 0 to 120, a mark every 20. Every curve starts at 30 on the left and ends at 10 on the right. Without the enzyme climbs to a peak at 80. With the enzyme climbs to a peak at 45. Energy diagram (model data, not to scale) 0 20 40 60 80 100 120 Reaction progress across Energy (energy units) Without the enzyme With the enzyme - 45 energy units
- 50 energy units
- 15 energy units
- 35 energy units
Which statement describes what the enzyme does to Pia’s energy diagram?
Energy diagram (model data, not to scale). Reaction progress across. Energy (energy units) up, 0 to 120, a mark every 20. Every curve starts at 50 on the left and ends at 20 on the right. Without the enzyme climbs to a peak at 110. With the enzyme climbs to a peak at 75. Energy diagram (model data, not to scale). Reaction progress across. Energy (energy units) up, 0 to 120, a mark every 20. Every curve starts at 50 on the left and ends at 20 on the right. Without the enzyme climbs to a peak at 110. With the enzyme climbs to a peak at 75. Energy diagram (model data, not to scale) 0 20 40 60 80 100 120 Reaction progress Energy (energy units) Without the enzyme With the enzyme - It raises the end from 20 to 50, adding energy to the products
- It raises the start from 50 to 75, so the reaction begins sooner
- It lowers the peak from 110 to 75; the start and end stay at 50 and 20
- It lowers the peak from 110 to 75, and then the enzyme is used up
Ren tests two model enzymes, X and Y, across temperatures. Which is more active at 60 °C, and why?
Activity-versus-temperature graph for two model enzymes (model data). Temperature (°C) across, 0 to 70, a mark every 10. Enzyme activity (% of the highest rate) up, 0 to 100, a mark every 20. Enzyme X joins (0 °C, 5), (10 °C, 15), (20 °C, 35), (30 °C, 65), (40 °C, 100), (50 °C, 40), (60 °C, 5), (70 °C, 0) with straight pieces. Enzyme Y joins (0 °C, 0), (10 °C, 5), (20 °C, 10), (30 °C, 25), (40 °C, 50), (50 °C, 80), (60 °C, 100), (70 °C, 30) with straight pieces. Activity-versus-temperature graph for two model enzymes (model data). Temperature (°C) across, 0 to 70, a mark every 10. Enzyme activity (% of the highest rate) up, 0 to 100, a mark every 20. Enzyme X joins (0 °C, 5), (10 °C, 15), (20 °C, 35), (30 °C, 65), (40 °C, 100), (50 °C, 40), (60 °C, 5), (70 °C, 0) with straight pieces. Enzyme Y joins (0 °C, 0), (10 °C, 5), (20 °C, 10), (30 °C, 25), (40 °C, 50), (50 °C, 80), (60 °C, 100), (70 °C, 30) with straight pieces. Activity-versus-temperature graph for two model enzymes (model data) 0 10 20 30 40 50 60 70 0 20 40 60 80 100 Temperature (degC) Enzyme activity (% of the highest rate) Enzyme X Enzyme Y - Enzyme X, because more heat speeds up an enzyme
- Enzyme X, because it is the stronger of the two enzymes
- Enzyme Y, because it is alive and gets used to the heat
- Enzyme Y, because 60 °C is close to its best temperature
Tala knows the stomach’s pH is between 1.5 and 2.5. Which model enzyme, P or Q, suits the stomach, and why?
Activity-versus-pH graph for two model enzymes (model data). pH (pH) across, 1 to 8, a mark every 1. Enzyme activity (% of the highest rate) up, 0 to 100, a mark every 20. Enzyme P joins (1, 70), (2, 100), (3, 60), (4, 25), (5, 5), (6, 0), (7, 0), (8, 0) with straight pieces. Enzyme Q joins (1, 0), (2, 5), (3, 15), (4, 40), (5, 75), (6, 100), (7, 80), (8, 30) with straight pieces. A note says the stomach’s pH is between 1.5 and 2.5. Activity-versus-pH graph for two model enzymes (model data). pH (pH) across, 1 to 8, a mark every 1. Enzyme activity (% of the highest rate) up, 0 to 100, a mark every 20. Enzyme P joins (1, 70), (2, 100), (3, 60), (4, 25), (5, 5), (6, 0), (7, 0), (8, 0) with straight pieces. Enzyme Q joins (1, 0), (2, 5), (3, 15), (4, 40), (5, 75), (6, 100), (7, 80), (8, 30) with straight pieces. A note says the stomach’s pH is between 1.5 and 2.5. Activity-versus-pH graph for two model enzymes (model data) 1 2 3 4 5 6 7 8 0 20 40 60 80 100 pH (pH) Enzyme activity (% of the highest rate) Enzyme P Enzyme Q the stomach's pH is between 1.5 and 2.5 - Enzyme P, but stomach acid will use it up
- Enzyme P, because it is most active near pH 2
- Enzyme Q, because its ideal pH is close to neutral, like water
- Enzyme P, because the acid supplies the energy it needs
Read this first
Where two enzymes work (real data, from OpenStax Biology and OpenStax Anatomy and Physiology)
enzyme works in pH there pepsin stomach 1.5 to 2.5 salivary amylase mouth 6.35 to 6.85 Zee reads that salivary amylase has a working range of pH 6.35 to 6.85. Use the table. What happens to it in the stomach?
- It starts working on protein, because enzymes fit any substrate
- It keeps working the same, because acid does not affect enzymes
- It speeds up, because the acid adds energy
- It stops working, because the stomach’s acid is far from the pH it needs