Finding Beer's Law Slope: Homework Help

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SUMMARY

The discussion centers on calculating the slope of a Beer's Law calibration curve using Excel. The user derived the equation y = 228.19x + 0.0369 from their graph of Absorbance versus Concentration. The consensus confirms that the slope of 228.19 is indeed the correct value to use for determining concentrations of other absorbances in subsequent lab work, provided that the axes are correctly assigned.

PREREQUISITES
  • Understanding of Beer's Law and its application in spectroscopy.
  • Proficiency in using Excel for graphing and trendline analysis.
  • Knowledge of how to interpret linear equations in the context of calibration curves.
  • Familiarity with absorbance and concentration measurements in laboratory settings.
NEXT STEPS
  • Review the principles of Beer's Law and its mathematical formulation.
  • Learn how to create and analyze trendlines in Excel, focusing on linear regression.
  • Explore methods for validating calibration curves in laboratory experiments.
  • Investigate common sources of error in absorbance measurements and how to mitigate them.
USEFUL FOR

This discussion is beneficial for chemistry students, laboratory technicians, and educators involved in analytical chemistry and spectroscopy, particularly those working with Beer's Law and calibration curves.

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Homework Statement


I made a graph of Absorbance vs. Concentration from data I got in the lab.
I graphed it and now am trying to figure out how to find the slope of the curve.
It's supposed to be a Beer's Law calibration curve.



Homework Equations





The Attempt at a Solution


I used Excel and got y = 228.19x + .0369 as the trendline.
Would 228.19 be the Beer's Law slope I need to use to find the concentrations of other absorbances later in the lab? It seems too high, but I really need feedback fast, please. Thank you.
 
Physics news on Phys.org
Yes, it's the slope. Make sure you have chosen x and y correctly, though.
 

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