ROTH vs. Traditional IRA
Jun. 28th, 2008 05:27 am![[personal profile]](https://www.dreamwidth.org/img/silk/identity/user.png){kind=small}
beth_leonardAs a result of a book I still haven't finished, I started looking at the ROTH vs. Traditional IRA question differently.
Basic primer:
ROTH IRA - you put after-tax money in now, the money is not taxed when you take it out.
Traditional IRA - you put pre-tax money in now, you are taxed on the distributions when you take them out.
At first I thought of it as a tax bracket gamble, will you be in a higher or lower tax bracket when you retire, but now I see why it's so much better to go with a ROTH, especially if you have extra money for your day-to-day needs.
To make the math easy, assume you are in the 50% tax bracket now and also will be when you retire. The maximum you can contribute to an IRA (any type, combined) in 2007 was $4000. Assume for the sake of argument that you only invest in one mutual fund which exactly triples over the life of your investment. On the one hand, the two choices seem mathematically equivalent.
Case 1: You put $4000 into a traditional IRA. It triples to $12,000. You withdraw it and pay $6000 to the government and get to keep $6000 for yourself.
Case 2: With your $4000 you pay $2000 in taxes to the government and invest $2000 in a ROTH IRA. It triples to $6000 and later you withdraw it and keep the whole thing.
You have the same amount of money for retirement either way, right? Well... let's look at case 3 and case 4, the cases when you have more than $4000 (say $8000) of earned income to invest now.
Case 3: You put $4000 into a traditional IRA. On your remaining $4000 you pay $2000 in taxes and invest the rest in the same investment. When you withdraw the funds from the IRA as in case 1 you pay $6000 in taxes and keep $6000. For your other money, you will be paying capital gains taxes on the $4000 increase in the value of the investment. For the sake of argument, assume cap gains is 10% then. The grand total you have to spend is: $6000 + $6000 - $400 = $11,600.
Case 4: You put $4000 into a ROTH IRA and pay $4000 in taxes. Your money triples. You pay no taxes when you take it out and now can spend $12,000.
...
So effectively, using a ROTH now allows you to shelter more of your money. It is most effective of course if you expect to be in a higher tax bracket when you retire than now when you are earning money.
--Beth
Basic primer:
ROTH IRA - you put after-tax money in now, the money is not taxed when you take it out.
Traditional IRA - you put pre-tax money in now, you are taxed on the distributions when you take them out.
At first I thought of it as a tax bracket gamble, will you be in a higher or lower tax bracket when you retire, but now I see why it's so much better to go with a ROTH, especially if you have extra money for your day-to-day needs.
To make the math easy, assume you are in the 50% tax bracket now and also will be when you retire. The maximum you can contribute to an IRA (any type, combined) in 2007 was $4000. Assume for the sake of argument that you only invest in one mutual fund which exactly triples over the life of your investment. On the one hand, the two choices seem mathematically equivalent.
Case 1: You put $4000 into a traditional IRA. It triples to $12,000. You withdraw it and pay $6000 to the government and get to keep $6000 for yourself.
Case 2: With your $4000 you pay $2000 in taxes to the government and invest $2000 in a ROTH IRA. It triples to $6000 and later you withdraw it and keep the whole thing.
You have the same amount of money for retirement either way, right? Well... let's look at case 3 and case 4, the cases when you have more than $4000 (say $8000) of earned income to invest now.
Case 3: You put $4000 into a traditional IRA. On your remaining $4000 you pay $2000 in taxes and invest the rest in the same investment. When you withdraw the funds from the IRA as in case 1 you pay $6000 in taxes and keep $6000. For your other money, you will be paying capital gains taxes on the $4000 increase in the value of the investment. For the sake of argument, assume cap gains is 10% then. The grand total you have to spend is: $6000 + $6000 - $400 = $11,600.
Case 4: You put $4000 into a ROTH IRA and pay $4000 in taxes. Your money triples. You pay no taxes when you take it out and now can spend $12,000.
...
So effectively, using a ROTH now allows you to shelter more of your money. It is most effective of course if you expect to be in a higher tax bracket when you retire than now when you are earning money.
--Beth
