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I'm not sure what it means by "This is similar to the difference between a positive and negative slope for linear functions". I think maybe connecting exponential growth to a positive slope and decay to negative slope? But if we plugged in other points, like -2 for instance, then the (a) would have an output smaller than the base and (b) would have an output larger and the idea would be reversed? I guess I'm not sure what was motivating the remark.
The text was updated successfully, but these errors were encountered:
Assigned @kathypinzon since she was the original author. From reading the section, I think that is what she meant (positive slope for growth, etc.), but thought we should double check with her.
Link: Remark 5.1.6
I'm not sure what it means by "This is similar to the difference between a positive and negative slope for linear functions". I think maybe connecting exponential growth to a positive slope and decay to negative slope? But if we plugged in other points, like -2 for instance, then the (a) would have an output smaller than the base and (b) would have an output larger and the idea would be reversed? I guess I'm not sure what was motivating the remark.
The text was updated successfully, but these errors were encountered: