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I was watching a good vid on YT about Roth conversions and RMDs.
The gist of it was to calculate the "break even" point of doing Roth rollover conversions (from a IRA to a Roth IRA) such that in the long term (i.e., until your death or the regular IRA is depleted by RMDs) how much and how long should one perform rollovers - in order to save $ in taxes.
The YT was presenting scenarios for filing jointly and the goal was for max savings, least taxes, for the spouse beneficiary.
That is a different scenario than mine (least taxes & max savings for an heir beneficiary); there are different variables for the different scenarios.
One of the things the YTuber advised, that caught my attention, was not to concentrate only on paying less in taxes, which I had indeed been doing - but also to consider not leaving a huge IRA balance for the beneficiary to pay taxes on thru their RMDs (for a spousal beneficiary, the RMDs could, in certain situations, be spread out longer than for heir beneficiaries - the latter being ten years)
So I went looking for a calculator that would come close to my scenario. I found one that came kind of close, after trying half a dozen different ones: https://www.approachfp.com/roth-conversion-calculator/
Now be aware, this might not fit your scenario, and it doesn't completely fit mine (e.g., it doesn't take into account SS benefits, some do), and the estimated taxes are probably lower than I would actually pay, but it gives me an idea of what I want to do - which is increase the $ amount of my rollovers by quite a bit. I will pay more in taxes, but wind up with a larger balance in my Roth account.
My conclusions:
1) I would pay 2X more in taxes over the next 14 years (estimated lifetime of 85 YO).
2) My Roth balance would be 27% higher than my combined IRA + Roth balance - which would more than make up for the higher taxes by a factor of about 2.5-3X.
This excludes the scenario where the RMD would be reinvested into a taxable account - which I might or might not do for either scenario. I pull about 3% from the IRA as it is, for expenses and discretionary spending. I anticipate that besides inflation, my healthcare/homecare/etc. expenses will increase over time.
3) The RMDs will be lower with the Roth rollovers - decreasing the IRA balance over time and decreasing the RMD amount itself, until year 15 the balance of the IRA being zero, but the Roth balance being 27% larger than the combined IRA/Roth balance without the conversions.
4) Besides a larger total balance, the Roth balance would be totally tax free. Therefore, pay more taxes up front, and less taxes in the long term - when there is a beneficiary to benefit from what is left - or if I live longer than 85 years of age. In 15 years my daughter will be about FRA, so if I am still around, I can tap my Roth IRA for both out benefit. She (and her husband) will be getting SS benefits - but who knows what that will be with the way the SS fund is getting depleted?? But what she can get from my Roth will (should) more than make up for a depleted SS benefit (not to mention the equity in my real estate).
The gist of it was to calculate the "break even" point of doing Roth rollover conversions (from a IRA to a Roth IRA) such that in the long term (i.e., until your death or the regular IRA is depleted by RMDs) how much and how long should one perform rollovers - in order to save $ in taxes.
The YT was presenting scenarios for filing jointly and the goal was for max savings, least taxes, for the spouse beneficiary.
That is a different scenario than mine (least taxes & max savings for an heir beneficiary); there are different variables for the different scenarios.
One of the things the YTuber advised, that caught my attention, was not to concentrate only on paying less in taxes, which I had indeed been doing - but also to consider not leaving a huge IRA balance for the beneficiary to pay taxes on thru their RMDs (for a spousal beneficiary, the RMDs could, in certain situations, be spread out longer than for heir beneficiaries - the latter being ten years)
So I went looking for a calculator that would come close to my scenario. I found one that came kind of close, after trying half a dozen different ones: https://www.approachfp.com/roth-conversion-calculator/
Now be aware, this might not fit your scenario, and it doesn't completely fit mine (e.g., it doesn't take into account SS benefits, some do), and the estimated taxes are probably lower than I would actually pay, but it gives me an idea of what I want to do - which is increase the $ amount of my rollovers by quite a bit. I will pay more in taxes, but wind up with a larger balance in my Roth account.
My conclusions:
1) I would pay 2X more in taxes over the next 14 years (estimated lifetime of 85 YO).
2) My Roth balance would be 27% higher than my combined IRA + Roth balance - which would more than make up for the higher taxes by a factor of about 2.5-3X.
This excludes the scenario where the RMD would be reinvested into a taxable account - which I might or might not do for either scenario. I pull about 3% from the IRA as it is, for expenses and discretionary spending. I anticipate that besides inflation, my healthcare/homecare/etc. expenses will increase over time.
3) The RMDs will be lower with the Roth rollovers - decreasing the IRA balance over time and decreasing the RMD amount itself, until year 15 the balance of the IRA being zero, but the Roth balance being 27% larger than the combined IRA/Roth balance without the conversions.
4) Besides a larger total balance, the Roth balance would be totally tax free. Therefore, pay more taxes up front, and less taxes in the long term - when there is a beneficiary to benefit from what is left - or if I live longer than 85 years of age. In 15 years my daughter will be about FRA, so if I am still around, I can tap my Roth IRA for both out benefit. She (and her husband) will be getting SS benefits - but who knows what that will be with the way the SS fund is getting depleted?? But what she can get from my Roth will (should) more than make up for a depleted SS benefit (not to mention the equity in my real estate).