SecondCor521
Give me a museum and I'll fill it. (Picasso) Give me a forum ...
Hi all.
Nitpicky discussion below. You probably have enough money to ignore it.
TLDR: You can't accurately assess ACA subsidy loss impact as a marginal rate by looking at the applicable figure number, nor can you properly do so by varying AGI by $100 and looking at Form 8962. The process is a bit more involved.
We've talked before about how the way ACA subsidies work as a parallel tax system in the 133% to 400% FPL range.
We've also talked about how the marginal rate effect is higher than one would expect than looking at the ACA applicable figure, because the ACA applicable figure is multiplied by one's entire AGI, not just the additional portion above a certain number.
One thing that tripped me up this year a little bit and made me investigate it is that if you're trying to figure out marginal tax rate effects by varying income by $100, then there are some rounding things that might make the ACA subsidy loss look like up to a 26% marginal rate (in addition to whatever federal and state marginal rates you might be paying).
What was happening to me is that varying income by $100 might or might not change the percentage of FPL number on line 5. Note that this number is calculated by truncating, not rounding, so for example 258.9% of FPL ends up being 258% for the rest of the form.
Because of this truncation and the way the math works on the rest of the form, I was calculating 25% or 26% marginal rates. However, this is generally just a matter of bad luck and the fact that $100 in AGI difference may not be enough to affect the percentage of FPL number (or it affects it too much; a problem that I think could happen at the lower end of the income scale).
What I did then, to figure out my real marginal ACA rate, was to take the AGI I was considering, and figure it as a percentage of the FPL to one decimal place. Let's use 258.9% as an example. I then took 258% and 259% as my two points of reference (one FPL% on either side of my exact AGI target). I then multiplied that by my base FPL number on line 4 to reverse engineer my AGI. I then looked up the applicable figures for 258% and 259% in the tables, and multiplied that by my two reverse engineered AGIs to get my annual contribution amount. I then took the difference between my two annual contribution amounts and the difference between my two reverse engineered AGIs and did the simple math to get a rate that way.
Nitpicky discussion below. You probably have enough money to ignore it.
TLDR: You can't accurately assess ACA subsidy loss impact as a marginal rate by looking at the applicable figure number, nor can you properly do so by varying AGI by $100 and looking at Form 8962. The process is a bit more involved.
We've talked before about how the way ACA subsidies work as a parallel tax system in the 133% to 400% FPL range.
We've also talked about how the marginal rate effect is higher than one would expect than looking at the ACA applicable figure, because the ACA applicable figure is multiplied by one's entire AGI, not just the additional portion above a certain number.
One thing that tripped me up this year a little bit and made me investigate it is that if you're trying to figure out marginal tax rate effects by varying income by $100, then there are some rounding things that might make the ACA subsidy loss look like up to a 26% marginal rate (in addition to whatever federal and state marginal rates you might be paying).
What was happening to me is that varying income by $100 might or might not change the percentage of FPL number on line 5. Note that this number is calculated by truncating, not rounding, so for example 258.9% of FPL ends up being 258% for the rest of the form.
Because of this truncation and the way the math works on the rest of the form, I was calculating 25% or 26% marginal rates. However, this is generally just a matter of bad luck and the fact that $100 in AGI difference may not be enough to affect the percentage of FPL number (or it affects it too much; a problem that I think could happen at the lower end of the income scale).
What I did then, to figure out my real marginal ACA rate, was to take the AGI I was considering, and figure it as a percentage of the FPL to one decimal place. Let's use 258.9% as an example. I then took 258% and 259% as my two points of reference (one FPL% on either side of my exact AGI target). I then multiplied that by my base FPL number on line 4 to reverse engineer my AGI. I then looked up the applicable figures for 258% and 259% in the tables, and multiplied that by my two reverse engineered AGIs to get my annual contribution amount. I then took the difference between my two annual contribution amounts and the difference between my two reverse engineered AGIs and did the simple math to get a rate that way.