Query: Pay off credit card debt or earn employer 401(k) match?

Relevant passages:
 <=SEP=> A matching pension scheme is like free money. No wait, it actually IS free money. You are literally earning 100% interest rate on that money the instant you pay it in to the account. That money would have to sit in your credit card account for at least five years to earn that kind of return; five years in which the pension money would have earned an additional return over and above the 100%. Mathematically there is no contest that contributing to a matching pension scheme is one of the best investment there is. You should always do it. Well, almost always. When should you not do it?

 <=SEP=> Nope, take the match.  I cannot see not taking the match unless you don't have enough money to cover the bills. Every situation is different of course, and if the option is to missing minimum payments or other bills in order to get the match, make your payments.  But in all other circumstances, take the match. My reasoning is, it is hard enough to earn money so take every chance you can.  If you save for retirement in the process, all the better.

 <=SEP=> "For easy math, say you are in the 25% tax bracket. A thousand deposited dollars is $750 out of your pocket, but $2000 after the match.  Now, you say you want to take the $750 and pay down the card. If you wait a year (at 20%) you'll owe $900, but have access to borrow a full $1000, at a low rate, 4% or so. The payment is less than $19/mo for 5 years.  So long as one is comfortable juggling their debt a bit, the impact of a fully matched 401(k) cannot be beat. Keep in mind, this is a different story than those who just say ""don't take a 401(k) loan."" Here, it's the loan that offers you the chance to fund the account. If you are let go, and withdraw the money, even at the 25% rate, you net $1500 less the $200 penalty, or $1300 compared to the $750 you are out of pocket. If you don't want to take the loan, you're still ahead so long as you are able to pay the cards over a reasonable time. I'll admit, a 20% card paid over 10+ years can still trash a 100% return. This is why I add the 401(k) loan to the mix.  The question for you - jldugger - is how tight is the budget? And how much is the match? Is it dollar for dollar on first X%?"

 <=SEP=> "Agree with Randy, if debt and debt reduction was all about math, nobody would be in debt.  It is an emotional game. If you've taken care of the reasons you're in debt, changed your behaviors, then start focusing on the math of getting it done faster.   Otherwise, if you don't have a handle on the behaviors that got you there, you're just going to get more rope to hang yourself with.  I.e., makes sense to take a low-interest home equity loan to pay off high-interest credit card debt, but more likely than not, you'll just re-rack up the debt on the cards because you never fixed the behavior that put you into debt. Same thing here, if you opt not to contribute to ""pay off the cards"" without fixing the debt-accumulating behaviors, what you're going to do is stay in debt AND not provide for retirement. Take the match until you're certain you have your debt accumulation habits in check."

 <=SEP=> I'd take the match, but I wouldn't contribute beyond your match, for two reasons:

 <=SEP=> Mathwise, I absolutely agree with the other answers.  No contest, you should keep getting the match.  But, just for completeness, I'll give a contrarian opinion that is generally not very popular, but does have some merit.   If you can focus on just one main financial goal at a time, and throw every extra dollar you have at that one focus (i.e., getting out of debt, in your case), you will make better progress than if you're trying to do too many things at once.  Also, there something incredibly freeing about being out of debt that has other beneficial impacts on your life. So, if you can bring a lot of focus to the credit card debt and get it paid off quickly, it may be worth deferring the 401(k) investing long enough to do that, even though it doesn't make as much mathematical sense.  (This is essentially what Dave Ramsey teaches, BTW.)

 <=SEP=> I would definitely be putting in enough to get the most out of the match.  Only reasons I can think of not too would be: Other than that, not investing in the 401(k) is turning down free money. Edit based on feedback in comments. The only time I would advocate number 1 is if you are intensely committed to getting out of debt, were on a very tight budget and had eliminated all non-essential spending. In that situation only, I think the mental benefit of having that last debt paid off would be worth more than a few dollars in interest.

 <=SEP=> "There is a very simple calculation that will answer the question: Is the expected ROI of the 401K including the match greater than the interest rate of your credit card? Some assumptions that don't affect the calculation, but do help illustrate the points. You have 30 years until you can pull out the 401K. Your credit card interest rate is 20% compounded annually.  The minimum payoffs are being disregarded, because that would legally just force a certain percentage to credit card. You only have $1000.  You can either pay off your credit card or invest, but not both.  For most people, this isn't the case.  Ideally, you would simply forego $1000 worth of spending, AND DO BOTH  Worked Example: Pay $1000 in Credit Card Debt, at 20% interest.   After 1 year, if you pay off that debt, you no longer owe $1200.  ROI = 20% (Duh!) After 30 years, you no longer owe (and this is pretty amazing) $237,376.31.  ROI = 23,638% In all cases, the ROI is GUARANTEED. Invest $1000 in matching 401k, with expected ROI of 5%. 2a. For illustration purposes, let's assume no match After 1 year, you have $1050 ($1000 principal, $0 match, 5% interest) - but you can't take it out. ROI = 5% After 30 years, you have $4321.94, ROI of 332% - assuming away all risk. 2b. Then, we'll assume a 50% match. After 1 year, you have $1575 ($1000 principle, $500 match, 5% interest) - but you can't take it out. ROI = 57% - but you are  stuck for a bit After 30 years, you have $6482.91, ROI of 548% - assuming away all risk. 2c. Finally, a full match After 1 year, you have $2100 ($1000 principle, $1000 match, 5% interest) - but you can't take it out. ROI = 110% - but again, you are stuck. After 30 years, you have $8643.89, ROI of 764% - assuming away all risk. Here's the summary - The interest rate is really all that matters.  Paying off a credit card is a guaranteed investment.   The only reason not to pay off a 20% credit card interest rate is if, after taxes, time, etc..., you could earn more than 20% somewhere else.   Note that at 1 year, the matching funds of a 401k, in all cases where the match exceeded 20%, beat the credit card. If you could take that money before you could have paid off the credit card, it would have been a good deal. The problem with the 401k is that you can't realize that gain until you retire. Credit Card debt, on the other hand, keeps growing until you pay it off. As such, paying off your credit card debt - assuming its interest rate is greater than the stock market (which trust me, it almost always is) - is the better deal. Indeed, with the exception of tax advantaged mortgages, there is almost no debt that has an interest rate than is ""better"" than the market."