Hi,
Why take log of any Mathematical formula in during derivation???
Dr-Dileep Kumar Yadav
Log-scale informs on relative changes (multiplicative), while linear-scale informs on absolute changes (additive). When you care about relative changes, use the log-scale; when you care about absolute changes, use linear-scale. This is true for distributions, but also for any quantity or changes in quantities.
the model or goal defines which scale is important. If you're trying to model something, and the mechanism acts via a relative change, log-scale is critical to capturing the behavior seen in your data. But if the underlying model's mechanism is additive, you want to use linear-scale.
0 votes
0 thanks
- Badges
- Science topic
- Similar topics
- Mathematics
Similar questions and discussions