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#10
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| Nathan Liskov wrote: - quote - > I believe that my original posting applies also to conversion of a
I don't believe this is true. In this case, if the money to pay the> Traditional IRA to a Roth IRA. Just think of P as the amount of money > in your traditional IRA which can be converted to P(1-Tin) in a Roth > IRA. taxes comes from the Roth and you're under 59.5 (did I get the age right?) then an extra 10% penalty is due. If not, then P(Tin) will certainly not grow at the same rate as the Roth, the same situation as Rich described when deciding between maxing a Roth or a traditional IRA. -Will |
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#9
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| I believe that my original posting applies also to conversion of a Traditional IRA to a Roth IRA. Just think of P as the amount of money in your traditional IRA which can be converted to P(1-Tin) in a Roth IRA. Nate Liskov "Nathan Liskov" <nate[at]lcs.mit.edu> wrote: - quote - > I was asked whether it is better to contribute tax-deferred money to a > Traditional IRA vs after-tax money to a Roth IRA. > The answer is remarkably simple (ignoring early withdrawal or other > issues): > Do Traditional IRA if your tax rate is lower when you take the money > out. > Do Roth IRA if you expect your tax rate to be higher when you take the > money out > I did a spread sheet, but the formulas are easy. > Suppose you put in pre-tax P dollars this year into a traditional IRA, > or you put in aftertax P(1-Tin) dollars into a Roth IRA, where Tin is > your current tax rate. > You let the money grow at rate r for N years and then you take it out > when your tax rate is Tout. > The amount of money you have for either approach is > Traditional = P(1+r)^N (1-Tout) > Roth = P(1-Tin)(1+r)^N > The ratio is > Traditional/Roth = (1-Tout)/(1-Tin) > which is greater than 1 when Tout is less than Tin and less than 1 > when Tin is less than Tout. > The result is independent of P and N and also would be true if the > rate of earnings varied every year. > Inflation is not an issue in this calculation. > For example, suppose your tax rate is now 25% and you expect it to be > 20% when you start drawing from your IRA. Then > Traditional/Roth = (1-0.2)/(1-.025) = 0.8/0.75 = 1.06666 > and you are 6.7 percent better off with the traditional IRA. > Nathan Liskov -- nate_NOSPAM[at]lcs.mit.edu http://nateliskov.ne.client2.attbi.com or http://home.comcast.net/~nateliskov ======================================= MODERATOR'S COMMENT: Please trim the post to which you are responding. "Trim" means that except for a few lines to add context, the previous post is deleted. |
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#8
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| beliavsky[at]aol.com writes: - quote - > Does choosing a traditional IRA give you some optionality? Can you
Yes, you can. If your AGI (with a couple of modifications) is less> convert to a Roth IRA in a year where your income (and thus tax > bracket) is low, for example when you are unemployed or going back to > school? than $100,000 (for filing Single or for Married Filing Jointly [no typo -- it does not double to $200,000]), you can convert traditional IRA monies to a Roth IRA (the conversion itself does not count toward the $100,000 limit). Full income tax applies, but there is no 10% early withdrawal penalty. In any year where you are eligible to convert, you can convert as much or as little as you want. People filing Married Filing Separately are not allowed to do conversions. -- Rich Carreiro rlcarr[at]animato.arlington.ma.us |
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#7
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| You have to take into consideration about the tax rates. Current tax rates are historically low and may move up in the future. You should also question whether you want to be paying taxes in your working years when right now its at low tax rates rather then deferring it till your retirement years when you dont know what the the tax rates are and you are not working. |
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#6
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| Nathan Liskov wrote: - quote - > I was asked whether it is better to contribute tax-deferred money to
Does choosing a traditional IRA give you some optionality? Can youa > Traditional IRA vs after-tax money to a Roth IRA. > The answer is remarkably simple (ignoring early withdrawal or other > issues): > Do Traditional IRA if your tax rate is lower when you take the money > out. > Do Roth IRA if you expect your tax rate to be higher when you take the > money out convert to a Roth IRA in a year where your income (and thus tax bracket) is low, for example when you are unemployed or going back to school? I know very little about IRA rules, the implied statements in the above questions could be wrong. |
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#5
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| Rich Carreiro wrote: - quote - > No, I'm saying it because the original poster said, in essence,
Not exactly, your options are $4000 in a traditional IRA or $4000 in a> "you could put P into a traditional IRA or you could put P(1 - tax rate) > into a Roth IRA." > That immediately breaks down for anyone who can afford to make a $4000 > contribution whether or not they get a tax deduction for it. Because > that person's choice is between making a $4000 contribution to a > traditional IRA or a $4000 contribution to a Roth IRA and *not* > between making a $4000 contribution to a traditional IRA or a $3000 > contribution to a Roth IRA. Roth IRA + $1000 in up front taxes. So the traditional IRA is: Traditional = P(1+r)^N (1-Tout) where P=$4000 (as stated by the OP) But with the Roth, you pay an extra $1000 in taxes that doesn't get to grow with the rest of your money, so we'll subtract the tax and its potential growth off the ending account value: Roth = P(1+r)^N - P(Tin)(1+r)^N This reduces to the OP's equation: Roth = P(1-Tin)(1+r)^N Of course, you could argue that the $1000 in taxes could not have grown at the same after-tax rate as the funds invested in the Roth (because they would be taxed). Then the Roth would have a slight advantage over the traditional IRA when Tout=Tin as long as you're investing more than $4000(1-Tin) in the traditional IRA. -Will |
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#4
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| Will Trice <wwtrice[at]paragondynamics.com> writes: - quote - > Rich Carreiro wrote:
No, I'm saying it because the original poster said, in essence,> > That formula is already wrong for the (I suspect significant majority > > of) people who have enough cash lying around that they can make the > > full $4000 contribution whether or not they get a current year tax > > deduction for it. > > Are you saying this because of the AGI phase-out of the deductibility of > traditional IRA contributions? "you could put P into a traditional IRA or you could put P(1 - tax rate) into a Roth IRA." That immediately breaks down for anyone who can afford to make a $4000 contribution whether or not they get a tax deduction for it. Because that person's choice is between making a $4000 contribution to a traditional IRA or a $4000 contribution to a Roth IRA and *not* between making a $4000 contribution to a traditional IRA or a $3000 contribution to a Roth IRA. -- Rich Carreiro rlcarr[at]animato.arlington.ma.us |
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#3
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| Rich Carreiro wrote: - quote - > That formula is already wrong for the (I suspect significant majority
Are you saying this because of the AGI phase-out of the deductibility of> of) people who have enough cash lying around that they can make the > full $4000 contribution whether or not they get a current year tax > deduction for it. traditional IRA contributions? Even so, the argument still applies to 401(k) vs. Roth contributions. |
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#2
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| Richard Cline wrote: - quote - > In article <SHh2MDlfCd4M-pn2-n0yNwzGlX8qO[at]localhost> , > "Nathan Liskov" <nate[at]lcs.mit.edu> wrote: > > I was asked whether it is better to contribute tax-deferred money to > > a Traditional IRA vs after-tax money to a Roth IRA. > > > The answer is remarkably simple (ignoring early withdrawal or other > > issues): > > Keep in mind that it may not be so sismple. You do not know your tax > rate for the time you will be withdrawing the money. There is a good > chance that your home will be paid off so there will be no mortgage > deduction. Youir children will be independent so there wll be fewer > exemptions. A lifelong contribution to an IRA has a good chance of > becoming a large investment with a large required minimum withdrawal. > Dick EXCELLENT comment. I am "in retirement", and my LARGEST cost of living is the Income Tax that I must pay on my TRADITIONAL IRA. There was no ROTH for me. Cal Lester CLU (btw, I am NOT complaining ! ! ! ! !) |
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#1
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| "Nathan Liskov" <nate[at]lcs.mit.edu> writes: - quote - > Suppose you put in pre-tax P dollars this year into a traditional IRA,
That formula is already wrong for the (I suspect significant majority> or you put in aftertax P(1-Tin) dollars into a Roth IRA, where Tin is > your current tax rate. of) people who have enough cash lying around that they can make the full $4000 contribution whether or not they get a current year tax deduction for it. -- Rich Carreiro rlcarr[at]animato.arlington.ma.us |
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| In article <SHh2MDlfCd4M-pn2-n0yNwzGlX8qO[at]localhost> , "Nathan Liskov" <nate[at]lcs.mit.edu> wrote: - quote - > I was asked whether it is better to contribute tax-deferred money to a
Keep in mind that it may not be so sismple. You do not know your tax> Traditional IRA vs after-tax money to a Roth IRA. > The answer is remarkably simple (ignoring early withdrawal or other > issues): rate for the time you will be withdrawing the money. There is a good chance that your home will be paid off so there will be no mortgage deduction. Youir children will be independent so there wll be fewer exemptions. A lifelong contribution to an IRA has a good chance of becoming a large investment with a large required minimum withdrawal. Dick - quote - > Do Traditional IRA if your tax rate is lower when you take the money > out. > Do Roth IRA if you expect your tax rate to be higher when you take the > money out > I did a spread sheet, but the formulas are easy. > Suppose you put in pre-tax P dollars this year into a traditional IRA, > or you put in aftertax P(1-Tin) dollars into a Roth IRA, where Tin is > your current tax rate. > You let the money grow at rate r for N years and then you take it out > when your tax rate is Tout. > The amount of money you have for either approach is > Traditional = P(1+r)^N (1-Tout) > Roth = P(1-Tin)(1+r)^N > The ratio is > Traditional/Roth = (1-Tout)/(1-Tin) > which is greater than 1 when Tout is less than Tin and less than 1 > when Tin is less than Tout. > The result is independent of P and N and also would be true if the > rate of earnings varied every year. > Inflation is not an issue in this calculation. > For example, suppose your tax rate is now 25% and you expect it to be > 20% when you start drawing from your IRA. Then > Traditional/Roth = (1-0.2)/(1-.025) = 0.8/0.75 = 1.06666 > and you are 6.7 percent better off with the traditional IRA. > Nathan Liskov |
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#-1
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| I was asked whether it is better to contribute tax-deferred money to a Traditional IRA vs after-tax money to a Roth IRA. The answer is remarkably simple (ignoring early withdrawal or other issues): Do Traditional IRA if your tax rate is lower when you take the money out. Do Roth IRA if you expect your tax rate to be higher when you take the money out I did a spread sheet, but the formulas are easy. Suppose you put in pre-tax P dollars this year into a traditional IRA, or you put in aftertax P(1-Tin) dollars into a Roth IRA, where Tin is your current tax rate. You let the money grow at rate r for N years and then you take it out when your tax rate is Tout. The amount of money you have for either approach is Traditional = P(1+r)^N (1-Tout) Roth = P(1-Tin)(1+r)^N The ratio is Traditional/Roth = (1-Tout)/(1-Tin) which is greater than 1 when Tout is less than Tin and less than 1 when Tin is less than Tout. The result is independent of P and N and also would be true if the rate of earnings varied every year. Inflation is not an issue in this calculation. For example, suppose your tax rate is now 25% and you expect it to be 20% when you start drawing from your IRA. Then Traditional/Roth = (1-0.2)/(1-.025) = 0.8/0.75 = 1.06666 and you are 6.7 percent better off with the traditional IRA. Nathan Liskov -- nate_NOSPAM[at]lcs.mit.edu http://home.comcast.net/~nateliskov |
| Tags |
| contribute, ira, roth, traditional |
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