{"id":2635,"date":"2025-08-23T05:00:51","date_gmt":"2025-08-23T09:00:51","guid":{"rendered":"https:\/\/www.saudercpa.com\/blog\/?p=2635"},"modified":"2025-09-23T12:43:16","modified_gmt":"2025-09-23T16:43:16","slug":"history-of-the-retirement-plan-part-iii","status":"publish","type":"post","link":"https:\/\/www.saudercpa.com\/blog\/2025\/08\/23\/history-of-the-retirement-plan-part-iii\/","title":{"rendered":"History of the Retirement Plan, Part III"},"content":{"rendered":"<p><em>Preface: &#8220;Go Roth, young man!&#8221; <strong>&#8211; \u00a0paraphrasing Horace Greeley<\/strong><\/em><\/p>\n<p><strong>History of the Retirement Plan, Part III<\/strong><\/p>\n<p>The following is the third in a series of blog posts on the subject of retirement plans. The first two installments can be found <a href=\"https:\/\/www.saudercpa.com\/blog\/2025\/07\/05\/history-of-the-retirement-plan-part-i\/\">here<\/a> and <a href=\"https:\/\/www.saudercpa.com\/blog\/2025\/07\/26\/history-of-the-retirement-plan-part-ii\/\">here<\/a>. In them we have:<\/p>\n<ul>\n<li style=\"list-style-type: none;\">\n<ul>\n<li>Briefly reviewed the history of government-defined retirement models in the United States,<\/li>\n<li>Introduced the <strong>tax-deferred<\/strong> model,<\/li>\n<li>Explained the difference between Qualified plans and Individual Retirement Accounts (IRAs).<\/li>\n<li>Discussed limits to deductibility of retirement contributions, and also<\/li>\n<li>Tax treatment of non-deductible contributions.<\/li>\n<\/ul>\n<\/li>\n<\/ul>\n<p>In this third installment, we introduce:<\/p>\n<p><strong>The Roth model<\/strong><\/p>\n<p><strong>The Story so Far<\/strong><\/p>\n<p>We have already seen how the Employee Retirement Income Security Act (ERISA) of 1974 introduced the tax-deferred model of retirement savings, including two kinds of tax-deferred accounts: job-based Qualified plans and Individual Retirement Accounts (IRAs). Contributions to these accounts are generally tax-deductible. Withdrawals are then taxed as ordinary income when withdrawn after retirement age is reached.<\/p>\n<p>We have also seen how the government got cold feet about allowing taxpayers to deduct the full amount of their IRA contributions. This led to a complex situation in which the tax status of money within an IRA has to be tracked so that a taxability percentage can be computed upon withdrawal.<\/p>\n<p><strong>Enter Roth<\/strong><\/p>\n<p>Perhaps because of the complexities of having to track IRAs that contain both pre- and after-tax money, or perhaps because the government realized that they kind of liked the idea of taxing money when it was contributed instead of having to wait until people retired, the Taxpayer Relief Act of 1997 included a proposal that had been submitted by Senators\u00a0William Roth\u00a0of Delaware and\u00a0Bob Packwood\u00a0of Oregon. Perhaps because Roth\u2019s was the shorter name, this new kind of account came to be named after him and not after Senator Packwood.<\/p>\n<p>The main innovation of the Roth IRA is that all contributions have to be included in taxable income in the year they are contributed. No amount may be excluded or deducted. As a result, all money in a Roth IRA has an after-tax status.<\/p>\n<p>Once the Roth IRA came into existence, the older kind of IRA came to be known as a \u201ctraditional IRA\u201d. The two types of IRA are often contrasted as one where you pay taxes now vs. one where you pay taxes later. But the difference between the two models is far greater than just the timing of taxation.<\/p>\n<p>Would you believe me if I told you that earnings on Roth contributions are never taxed? Well, it\u2019s true. Really. NEVER. EVER. Not only that, but you don\u2019t even have to report them. Once after-tax money is contributed to a Roth, you can keep growing and investing it in a parallel universe where taxes don\u2019t exist.<\/p>\n<p>Here is a schematic view:<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" 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alt=\"\" width=\"672\" height=\"122\" \/><\/p>\n<p><strong>The Case for Roth<\/strong><\/p>\n<p>The previous post in this series made the point that unless your time remaining to retirement is very short, the value of your IRA by retirement will likely be more than twice the amount of your total contributions. Therefore, even if you cannot deduct your IRA contributions, it is still worth contributing and paying the \u201chigher rate\u201d now so you can get the \u201clower rate\u201d on the withdrawal of the earnings. How much more so is this then true of Roth IRAs, where the \u201clower rate\u201d paid on withdrawals is always zero.<\/p>\n<p>Let\u2019s consider a conservative example of someone who contributes $1,000 a year for 30 years at a growth rate of 7% a year. This is a conservative assumption since between 1995-2025 the S&amp;P 500 has averaged better than 10% a year. But even at 7%, you would more than triple your money with an ending balance of $101,073 after 30 years of contributing $1,000 per year.<\/p>\n<p>Let\u2019s assume a taxpayer who is in the 22% tax bracket while working and in the 10% tax bracket during retirement.<\/p>\n<p>If this were a taxable account, your contributions would be made from after-tax money, corresponding to $6,600 ($1000 x 30 x 22%) in income tax paid on 30 years of contributions. In addition to this, tax would be due on the earnings that grew in the account each year. Taxed at your marginal rate, this would total $15,636.07 (($101,073 &#8211; $30,000) x 22%) paid as it is earned. In reality, tax on earnings might be slightly less because some of it would likely be eligible for the lower rate on qualified dividends and long-term capital gains.<\/p>\n<p>If the account were a traditional IRA with no deductions taken, you would have paid the same $6,600 on contributions as with the taxable account. The earnings, however, would be taxed at the lower rate as they\u2019re withdrawn during retirement: a total of $7,107.30 (($101,073 &#8211; $30,000) x 10%).<\/p>\n<p>If the account were a traditional IRA with all possible deductions, the only tax paid would be on withdrawals during retirement: a total of $10,107.30 ($101,073 x 10%).<\/p>\n<p>If this were a Roth IRA, you would pay nothing on earnings and nothing at withdrawal. The only tax involved would be that same $6,600 you paid on income that you used to make the contributions over 30 years.<\/p>\n<p>Here is a graphic view:<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter wp-image-2641 size-large\" src=\"https:\/\/www.saudercpa.com\/blog\/wp-content\/uploads\/2025\/08\/Picture1-1010x1024.png\" alt=\"\" width=\"840\" height=\"852\" srcset=\"https:\/\/www.saudercpa.com\/blog\/wp-content\/uploads\/2025\/08\/Picture1-1010x1024.png 1010w, https:\/\/www.saudercpa.com\/blog\/wp-content\/uploads\/2025\/08\/Picture1-296x300.png 296w, https:\/\/www.saudercpa.com\/blog\/wp-content\/uploads\/2025\/08\/Picture1-768x779.png 768w, https:\/\/www.saudercpa.com\/blog\/wp-content\/uploads\/2025\/08\/Picture1-1515x1536.png 1515w, https:\/\/www.saudercpa.com\/blog\/wp-content\/uploads\/2025\/08\/Picture1-1200x1217.png 1200w, https:\/\/www.saudercpa.com\/blog\/wp-content\/uploads\/2025\/08\/Picture1.png 1663w\" sizes=\"(max-width: 709px) 85vw, (max-width: 909px) 67vw, (max-width: 1362px) 62vw, 840px\" \/><\/p>\n<p style=\"font-weight: 400;\">Of course, the numbers here are arbitrary, but the dynamics should be clear. As your time horizon is longer and your annual contributions and percent growth are larger, these differences become more pronounced.<\/p>\n<p style=\"font-weight: 400;\">If you expect to retire into poverty to the extent that you will never be subject to tax on withdrawals from your IRA, then by all means open a traditional IRA so you can at least deduct some of your contributions. But if you expect to have taxable income in retirement, and especially if you can begin saving early in life, you are almost certainly better off with a Roth. And you are almost certainly better off contributing the maximum allowed to your Roth each year.<\/p>\n<p style=\"font-weight: 400;\">In the spirit of manifest destiny and the Homestead Act of 1862, we might even say: \u201cGo Roth, young man, and grow up with your tax-free earnings!\u201d<\/p>\n<p style=\"font-weight: 400;\">When considering the annual limit on contributions to IRAs, note that contributions to Roth IRAs are included for this purpose. You may contribute to any number of traditional and Roth IRA accounts in the same year, but total contributions may not exceed the annual limit, which is $7,000 in 2025 for taxpayers under 50.<\/p>\n<p style=\"font-weight: 400;\">Another advantage of the Roth is that because there is no tax after you retire, there is no required minimum distribution either.<\/p>\n<p><strong>The Roth Legacy<\/strong><\/p>\n<p style=\"font-weight: 400;\">Not everyone will be won over by the mathematical arguments that favor the Roth IRA over the tax-deferred \u201ctraditional\u201d IRA. But consider that since the introduction of Roth in 1997, its influence has only been growing, while \u201ctraditional\u201d becomes more of a circumscribed concept.<\/p>\n<p style=\"font-weight: 400;\">Newer types of tax-advantaged savings vehicles such as 529 college plans, first introduced in the Economic Growth and Tax Relief Reconciliation Act of 2001 (EGTRRA), work according to the Roth model. Contributions are not deductible, but earnings are never taxed if the money is used for qualified purposes. This is essentially a Roth-type plan. The only difference is that the qualified purpose of a 529 account is education, not retirement. The only reason no one talks about a \u201cRoth 529\u201d is that there is no such thing as non-Roth 529.<\/p>\n<p style=\"font-weight: 400;\">Even Qualified plans available through employers are showing up in Roth variations. Many companies now offer a Roth 401(k). As you can imagine, this is just like a \u201ctraditional\u201d 401(k) except that the contribution is not excluded from taxable income and the earnings are tax-free if not withdrawn before retirement.<\/p>\n<p style=\"font-weight: 400;\">Even state-employers are getting in on the Roth model and offering Roth-type Qualified plans for state employees. The general term for these is \u201cRoth-designated accounts\u201d. A \u201cRoth-designated\u201d portion of an account will work just like the non-Roth part except that the contributions are not excluded from taxable income and the earnings are tax-free if used for qualified purposes.<\/p>\n<p style=\"font-weight: 400;\">Rollovers and conversions between all these types of accounts should follow the same general principles as for more well-established types of account. There is as of yet not a lot of documentation on every possible type of rollover or conversion.<\/p>\n<p style=\"font-weight: 400;\">In the next post in this series, we will review conversions from traditional IRAs to Roth IRAs (\u201cRoth conversions\u201d).<\/p>\n<p><img \/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Preface: &#8220;Go Roth, young man!&#8221; &#8211; \u00a0paraphrasing Horace Greeley History of the Retirement Plan, Part III The following is the third in a series of blog posts on the subject of retirement plans. The first two installments can be found here and here. In them we have: Briefly reviewed the history of government-defined retirement models &hellip; <a href=\"https:\/\/www.saudercpa.com\/blog\/2025\/08\/23\/history-of-the-retirement-plan-part-iii\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;History of the Retirement Plan, Part III&#8221;<\/span><\/a><\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":[],"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/posts\/2635"}],"collection":[{"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/comments?post=2635"}],"version-history":[{"count":9,"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/posts\/2635\/revisions"}],"predecessor-version":[{"id":2645,"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/posts\/2635\/revisions\/2645"}],"wp:attachment":[{"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/media?parent=2635"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/categories?post=2635"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.saudercpa.com\/blog\/wp-json\/wp\/v2\/tags?post=2635"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}