linear graph
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Re: linear graph
You would get a linear plot when you graph 1/[A] vs. time. This makes a bit more sense when you look at the integrated rate law for a second order reaction: 1/[A]=kt+1/[A]o
(In this plot, k would be the slope).
(In this plot, k would be the slope).
Re: linear graph
how would we determine if it is a positive or negative slope? Or do we just have to memorize it ?
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Re: linear graph
005162520 wrote:how would we determine if it is a positive or negative slope? Or do we just have to memorize it ?
If given a set of [A] values vs time, you can determine the slope by taking the inverse of each [A] value, which gives the 1/[A] value, and see if it increases or decreases over time. That way you can see if the graph's slope will be positive (increasing values) or negative (decreasing values).
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Re: linear graph
A linear plot is in the form y=mx+b and for second order 1/[A] = kt + 1/[A]0 so the plot is 1/[A] versus time.
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Re: linear graph
To see if the slope is positive or negative you take the value of k from the equation.
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