Multiply the TA (Carbonate Alkalinity) by the percentage to get the (relative) CO2 level.
pH........% CO2
7.0.........18.3
7.1.........15.1
7.2.........12.4
7.3.........10.1
7.4.........8.2
7.5..........6.6
7.6..........5.3
7.7..........4.3
7.8.........3.4
7.9.........2.7
8.0.........2.2
For example, if the pH is 7.2 and the TA is 120, then the relative CO2 level is .124 x 120 = 14.88
If the pH is 7.8 and the TA is 60, then the CO2 is 0.034 x 60 = 2.04
14.88/2.04 = 7.3 times as much pH rise due to CO2 offgassing and 7.3 times more acid use.
If the pH is 7.0 and the TA is 120, then the relative CO2 level is .183 x 120 = 21.96.
21.96/2.04 = 10.76 times more acid use.
This explains why a low pH and high TA causes so much acid use.
It also requires the constant addition of baking soda to keep raising the TA after the acid has lowered it below the target range.
For a pH of 7.2 and a TA of 120 the best option would be to use CO2 as a pH reducer because you are just adding the same amount of CO2 as was lost to offgassing.
However, this is a huge waste of money.

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pH........% CO2
7.0.........18.3
7.1.........15.1
7.2.........12.4
7.3.........10.1
7.4.........8.2
7.5..........6.6
7.6..........5.3
7.7..........4.3
7.8.........3.4
7.9.........2.7
8.0.........2.2
For example, if the pH is 7.2 and the TA is 120, then the relative CO2 level is .124 x 120 = 14.88
If the pH is 7.8 and the TA is 60, then the CO2 is 0.034 x 60 = 2.04
14.88/2.04 = 7.3 times as much pH rise due to CO2 offgassing and 7.3 times more acid use.
If the pH is 7.0 and the TA is 120, then the relative CO2 level is .183 x 120 = 21.96.
21.96/2.04 = 10.76 times more acid use.
This explains why a low pH and high TA causes so much acid use.
It also requires the constant addition of baking soda to keep raising the TA after the acid has lowered it below the target range.
For a pH of 7.2 and a TA of 120 the best option would be to use CO2 as a pH reducer because you are just adding the same amount of CO2 as was lost to offgassing.
However, this is a huge waste of money.

y = 100-(100/(1+10^(6.35– x))) and y =100/(1+10^(6.35– x)), x from 4 to 9 - Wolfram|Alpha
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