Determination of order of reaction from ln() graphs

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To determine the order of reaction, it's essential to analyze the relationship between concentration and time using ln() graphs. The discussion highlights the method of converting data points from ln(concentration) to concentration and normal rate to assess their influence. The slope of the plotted figures indicates the reaction rate, with specific shapes for y=A^t and y=ln(A^t) revealing different characteristics of the reaction order. Understanding the direct relationship between time and concentration is crucial for identifying zero, first, or second-order reactions. A more efficient method for determining reaction order could streamline this analysis.
alingy1
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I have to say if each reactant is first, second or zeroth order.

Now, I know that usually, we have plots of ln([]) over time. But my teacher wants to trick me.

Here is how I do this:
Take two data points: convert them to [ ] and normal rate (remove the ln() function).
Compare the two data points to see influence of [].

Is there a faster way?
 

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alingy1 said:
Is there a faster way?

When you plot like that, what does the slope of these figures say about the reaction rate?
What does a figure of y=A^t look like, what does y=ln(A^t) look like?
 
oh yes, and note that there is a direct relationship between time and concentration, which is known from the exact solution over time for the concentration when the reaction order is 0,1, or 2.
 

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