Also remember to describe constants (essential things that don't change during the experiment), independent variable (what you changed), and dependent variable (what you measured differently because of that change) for each experiment in your Analysis & Conclusion section of the lab report.
Monday, February 11, 2013
Enzyme Lab Report Info
Instead of attaching the data table from your lab sheet, I've asked you to make your own data table. Many different approaches work quite fine. Here's a sample data chart that I showed in class today. Note the title, clear description of what the numbers mean, and its overall neatness.
![](data:image/png;base64,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)
Also remember to describe constants (essential things that don't change during the experiment), independent variable (what you changed), and dependent variable (what you measured differently because of that change) for each experiment in your Analysis & Conclusion section of the lab report.
Also remember to describe constants (essential things that don't change during the experiment), independent variable (what you changed), and dependent variable (what you measured differently because of that change) for each experiment in your Analysis & Conclusion section of the lab report.
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