
Put $200,000 into six well-known high-yield stocks, and you would collect about $11,400 a year. If you hold these stocks outside a tax-advantaged account in the 24% bracket, roughly $2,166 of that goes to the IRS every year. Most of that tax comes from the two highest yielders.
Roth Versus Taxable: A $2,166 Gap Every YearThe portfolio puts an equal $33,333 into each of six NYSE payers. On the taxable side, MPLX (NYSE:MPLX) and VICI Properties (NYSE:VICI) distributions are taxed at the 24% ordinary rate. The four C-corporations are taxed at the 15% qualified rate because qualified dividends count as net capital gain under 26 U.S.C. § 1(h)(11). For 2025, the 24% bracket covers single filers with taxable income from $103,351 to $197,300.
Stock Yield Annual Income Taxable Cost at 24% MPLX 8.03% $2,677 $642 VICI 7.18% $2,393 $574 United Parcel Service (NYSE:UPS) 5.91% $1,970 $296 AT&T (NYSE:T) 5.13% $1,710 $257 Bristol-Myers Squibb (NYSE:BMY) 3.99% $1,330 $200 Kinder Morgan (NYSE:KMI) 3.96% $1,320 $198A Roth account keeps the full $11,400. Outside a tax-advantaged wrapper, it keeps $9,234. That is an annual gap of $2,166, or $21,663 over 10 years with no growth expected. Federal law excludes qualified Roth distributions from gross income under 26 U.S.C. § 408A(d)(1).
Why Each Stock Fits the RothThe qualified rate stays at 15% from the 22% bracket through the 32% bracket and rises to 20% at the top. That means nearly all of the increase across brackets comes from MPLX and VICI. At 24%, those two account for $1,217 of the $2,166 total owed to the IRS. High earners may also owe the net investment income tax, which these figures leave out.
Compounding Makes the Gap Bigger Every YearThe 24% bracket gap of $2,166 adds up to $43,326 over 20 years before any reinvestment. Reinvest each year’s savings inside the Roth at a conservative 4%, and the total reaches $26,009 after 10 years and $64,508 after 20. No price appreciation is included. The figure measures how much income holding these stocks outside a tax-advantaged account costs over time.
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