As I understand it, the situation is as follows:
In a traditional IRA, contributions up to your annual limit are tax-exempt (assuming you are not covered by an employer's retirement plan). When you withdraw monies from the IRA in retirement you pay tax on those monies as though they were earned income.
In a Roth IRA you receive no up-front tax benefit from contributions. When, however, you withdraw monies from the Roth IRA during retirement, these monies are tax-exempt.
Let's say that somebody has an extremely steady job (pay raises keep up with inflation and no more) while miraculously the politicians don't keep changing the tax rates (brackets get tied to inflation as well). Let's also assume that this person pays a marginal federal tax rate of 27.5% and has an effective federal tax rate of 20%. Let's also say that this person wants to retire with a similar income level (inflation adjusted) that he enjoyed while working.
The person can afford to lose, say, 3000$ of his after-tax salary the first year (adjusted for inflation each following year).
If the person chooses the Roth IRA he will therefore have a first-year contribution of 3000$ (no tax benefit). With a traditional IRA his contribution would have been 3000$/(1 - 0.275) = 4138$
At retirement, the traditional IRA therefore yields an account balance 1.38 times larger than the Roth IRA. The effective tax rate the traditional IRA would have had to deal with is 20%, so the traditional IRA would have had to diminish its balance 25% faster (1/0.8) to maintain the same net income. However, it has a 38% larger balance, so it can more than deal with it.
In other words, using this analysis, if we call your current marginal tax rate Mc and your expected effective tax rate during retirement Ee, for a Roth IRA to make sense we require that Ee > Mc
If you plan to increase the cost of your lifestyle during retirement (compared to the current year) then the Roth IRA makes sense most of the time. If you are ineligible for the tax exemption on your traditional IRA contributions then a Roth IRA makes obvious sense. If, however, you are eligible for the tax exemption and you plan to have a similar (or cheaper) lifestyle during retirement as you do during the current year, then contributions to a Roth IRA and a traditional IRA are very similar in terms of net benefit. The Roth IRA certainly doesn't obviously outperform the traditional IRA as is claimed on most reference sites.
Or is there some subtlety I'm missing?
EDIT: Mistake found. Makes my point even stronger. Sorry for the ****up folks.
In a traditional IRA, contributions up to your annual limit are tax-exempt (assuming you are not covered by an employer's retirement plan). When you withdraw monies from the IRA in retirement you pay tax on those monies as though they were earned income.
In a Roth IRA you receive no up-front tax benefit from contributions. When, however, you withdraw monies from the Roth IRA during retirement, these monies are tax-exempt.
Let's say that somebody has an extremely steady job (pay raises keep up with inflation and no more) while miraculously the politicians don't keep changing the tax rates (brackets get tied to inflation as well). Let's also assume that this person pays a marginal federal tax rate of 27.5% and has an effective federal tax rate of 20%. Let's also say that this person wants to retire with a similar income level (inflation adjusted) that he enjoyed while working.
The person can afford to lose, say, 3000$ of his after-tax salary the first year (adjusted for inflation each following year).
If the person chooses the Roth IRA he will therefore have a first-year contribution of 3000$ (no tax benefit). With a traditional IRA his contribution would have been 3000$/(1 - 0.275) = 4138$
At retirement, the traditional IRA therefore yields an account balance 1.38 times larger than the Roth IRA. The effective tax rate the traditional IRA would have had to deal with is 20%, so the traditional IRA would have had to diminish its balance 25% faster (1/0.8) to maintain the same net income. However, it has a 38% larger balance, so it can more than deal with it.
In other words, using this analysis, if we call your current marginal tax rate Mc and your expected effective tax rate during retirement Ee, for a Roth IRA to make sense we require that Ee > Mc
If you plan to increase the cost of your lifestyle during retirement (compared to the current year) then the Roth IRA makes sense most of the time. If you are ineligible for the tax exemption on your traditional IRA contributions then a Roth IRA makes obvious sense. If, however, you are eligible for the tax exemption and you plan to have a similar (or cheaper) lifestyle during retirement as you do during the current year, then contributions to a Roth IRA and a traditional IRA are very similar in terms of net benefit. The Roth IRA certainly doesn't obviously outperform the traditional IRA as is claimed on most reference sites.
Or is there some subtlety I'm missing?
EDIT: Mistake found. Makes my point even stronger. Sorry for the ****up folks.
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