An investigator designed an experiment to determine how pH affects the rate of starch hydrolysis by the enzyme amylase. The investigator prepared four test tubes, each containing an identical concentration of starch and amylase at a specific pH. To establish and maintain each pH level, the investigator used different buffer systems, as summarized in the table below:
| Tube | pH | Buffer System Components | Rate of Starch Hydrolysis () |
|---|---|---|---|
| 1 | Citric acid / Sodium citrate | ||
| 2 | Phosphate buffer / Sodium chloride | ||
| 3 | Tris-HCl / Potassium chloride | ||
| 4 | Carbonate / Bicarbonate |
Given that amylase activity is stimulated by the presence of chloride () ions, which of the following statements best identifies the confounding variable in this experiment and its potential impact on the results?
- The presence of chloride ions in the buffers for Tube 2 and Tube 3, which may artificially elevate the measured hydrolysis rates at pH 6.0 and pH 8.0.Answer
- BThe variation in pH values across the tubes, which prevents the investigator from establishing a clear baseline control group at neutral pH.
- CThe use of potassium ions in Tube 3 instead of sodium ions, which would inhibit enzyme activity and cause the rate at pH 8.0 to be lower than it should be.
- DThe change in the independent variable (pH) across the tubes, which makes it impossible to determine if the rate of starch hydrolysis is the dependent variable.
Answer
The presence of chloride ions in the buffers for Tube 2 and Tube 3, which may artificially elevate the measured hydrolysis rates at pH 6.0 and pH 8.0.
The correct answer identifies chloride ions as the confounding variable. Because chloride ions stimulate amylase activity and are only present in the buffer systems of two of the treatment groups (Tubes 2 and 3), the rates of hydrolysis at pH and are artificially elevated, preventing an accurate comparison of the effect of pH alone.
Step-by-Step Solution
Key Concept
A confounding variable is an uncontrolled factor that varies systematically with the independent variable, making it impossible to determine whether the observed effects are due to the independent variable or the uncontrolled factor.