Phil K.:Rjack, Read Post #93. I believe you wrote it, didn't you? That's where you want to use average ATAs = 2.0 on a dive with max depth = 45fsw. However, rounding to the nearest tenth, avg ATAs = 1.7. Now, 2.0 - 1.7 = .30 ATA, which we all know is 3 meters or about 10 fsw. So far so good or do you want to question that?
Based on avg ATA = 2.0, Min Gas = (2 divers x 4 minutes x 1 min SAC x 2 ATAs) =
16 cf. However, if you use 1.7 avg ATAs instead of 2.0, Min. Gas = 13.6 cf. No? Now, 16 - 13.6 = 2.4 cf. 2.4/13.6 = approx. 17%. See how this works?
Correct, I said to ignore hundredth and thousandth and then used to the closest tenth for my own calculations. Generally, the decision to "round up" should be made at the level of the quarter of an ATA IMO.
E.g.
2.1 goes to 2.25
2.4 goes to 2.5
2.7 goes to 2.75
2.8 goes to 3.0
Any finer than that and you're splitting hairs. For my own calculations I use: "a bit less than 2 = 2" or a "quite a bit less than 4 = 3.5"
And for the case in question 2.0 ATA was "good enough". The entire premise of scuba math is to be able to do it in your head on a bouncy charter boat or underwater. Knowing what "good enough" is part of the system.
1.8xyz vs. 2.0 is irrelevant.
Round a couple numbers up and a couple down and everything works out fine. E.g. even thinking along the lines of 1.685 ATA x PDQ is unnecessary and an impediment to using this regularly and quickly.