3 ms·
That's just it: if the changes are only visible if you chop off the bottom of the graph, the probability they aren't significant increases.
by barrkel 8y ago
That's just it: if the changes are only visible if you chop off the bottom of the graph, the probability they aren't significant increases.
- deleted 8y ago[deleted]
- kolpa 8y agoHow would you feel if your body temperature increased 3%? Barely visible in a 0-based graph.
- barrkel 8y agoWhat is a 3% change in body temperature? From absolute zero? (My point is that temperature is probably an odd man out in graph terms, our usual reference points are not actually at zero.)