annjonestaxserv i
Level 1
12-07-2019
06:09 AM
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TaxGuyBill
Level 15
12-07-2019
06:09 AM
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What do you mean by "refund of tax premiums"?
The SE deduction plus the NET Premium Tax Credit (Advance credit plus any additional credit on the tax return or minus any repayment on the tax return) should equal the total amount of insurance premiums.
However, sometimes the program gets confused when the calculation doesn't work out nicely, and throws some of the deduction on Schedule A as a Medical Expense.
rbynaker
Level 13
12-07-2019
06:09 AM
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I haven't played with it much this year but it sure sounds like when it coughs up a hairball on these calculations it ends up with PTC and partial SEHI (double dipping). I'm not sure that's the right answer if the math is unsolvable.
I'm wondering if our starting point for debugging these questions might be "what's the % of FPL on line 5 of the 8962?"
Just played around a little (I'm avoiding the PITA at the top of my stack). I created a fringe case and it's giving me SEHI = the full APTC repayment even though the APTC repayment is limited. In my case it was $2,850 SEHI but only $1,300 APTC repayment with 100% subsidy (so no additional out-of-pocket to be counted anywhere). I'll have to look back at the rules for the non-iterative calculation but that's not my recollection of how it's supposed to work.
FYI, ProSeries considers this to be an "unsupported calculation."
Getting back to the OP, the general advice is to plug in some IRA and/or SEP-IRA contributions until the circular math equation becomes solvable. We're running out of time on the IRA solution but an extension extends the SEP-IRA deadline until 10/15.
Rick
I'm wondering if our starting point for debugging these questions might be "what's the % of FPL on line 5 of the 8962?"
Just played around a little (I'm avoiding the PITA at the top of my stack). I created a fringe case and it's giving me SEHI = the full APTC repayment even though the APTC repayment is limited. In my case it was $2,850 SEHI but only $1,300 APTC repayment with 100% subsidy (so no additional out-of-pocket to be counted anywhere). I'll have to look back at the rules for the non-iterative calculation but that's not my recollection of how it's supposed to work.
FYI, ProSeries considers this to be an "unsupported calculation."
Getting back to the OP, the general advice is to plug in some IRA and/or SEP-IRA contributions until the circular math equation becomes solvable. We're running out of time on the IRA solution but an extension extends the SEP-IRA deadline until 10/15.
Rick
TaxGuyBill
Level 15
12-07-2019
06:09 AM
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I agree, I've read quite a few 'double dipping' posts this year, so they must have changed something (and not for the better).
rbynaker
Level 13
12-07-2019
06:09 AM
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Must be that "new math". $1,50 x 12 = $24.