I have $10,000 sitting in an account making around $1 per month interest, what are some better options?
Based on your question, I am going to assume your criterion are: Based on these, I believe you'd be interested in a different savings account, a CD, or money market account. Savings account can get you up to 1.3% and money market accounts can get up to 1.5%.  CDs can get you a little more, but they're a little trickier. For example, a 5 year CD could get up to 2%. However, now you're money is locked away for the next few years, so this is not a good option if this money is your emergency fund or you want to use it soon. Also, if interest rates increase then your money market and savings accounts' interest rates will increase but your CD's interest rate misses out. Conversely, if interest rates drop, you're still locked into a higher rate. There are many considerations before deciding on the best place for your funds: How liquid do you need the funds to be?   If this is for an emergency fund I would keep at least some in an account that you have instant access to,  What is your risk (volatility) tolerance? Would you be OK with the value dropping by as much as 30% in a year knowing that over time you'll probably earn 8-12% on it?  If not, then equity funds or other stock investments are probably not the best move for you. Do you need the funds now or are they for long-term (retirement) savings? Are you eligible to fund an IRA? That would defer your taxes until you withdraw the funds from the account, but there are age restrictions that you must heed to avoid penalties. Are CDs a good idea? They do pay decent interest, but in return for that you lock up your funds for a set period of time.  All that to say that there are many facets to determining the best place for your funds.  If you provide more specifics you can get a more specific answer. I disagree with most of the answers here so far because they are either too risky or too conservative and don't take taxes and retirement into consideration. OP, keep in mind the higher the potential return, the greater the risk. You haven't stated your risk tolerance, but consider the following: Pick a certain percentage of your $10k to invest for the long term. Pick a low-cost index fund like the S&P500 Index. Historically this investment does well in the long run, and it gets you started in investing. Keep the balance, the money you will need for the short term, right where it is not earning much interest. Have you started saving for retirement? Consider starting a Roth IRA (if you are in the USA) with some of the money for tax advantages. It's up to you to decide how much you should invest and how much you need to keep on hand for emergencies or short-term needs. There are plenty related questions on this forum you can browse. What is your risk tolerance?  Personally I invest about $5k in digital currency as an experiment. A lot of people told me I am stupid, which I agree at some point. I plan to let the money sit for 5~10 years. I can tell you there is a lot of emotion in the digital currency though. "Put the whole lot into a couple of low-cost broad index funds with dividends reinvested (also known as accumulation funds) and then don't look at them. Invest through a low-cost broker. There are a number to choose from and once you start googling around the theme of ""index fund investing"" you'll find them. The S&P 500 is a popular index to start with."
"(Since you used the dollar sign without any qualification, I assume you're in the United States and talking about US dollars.) You have a few options here. I won't make a specific recommendation, but will present some options and hopefully useful information. Here's the short story: To buy individual stocks, you need to go through a broker. These brokers charge a fee for every transaction, usually in the neighborhood of $7. Since you probably won't want to just buy and hold a single stock for 15 years, the fees are probably unreasonable for you. If you want the educational experience of picking stocks and managing a portfolio, I suggest not using real money. Most mutual funds have minimum investments on the order of a few thousand dollars. If you shop around, there are mutual funds that may work for you. In general, look for a fund that: An example of a fund that meets these requirements is SWPPX from Charles Schwabb, which tracks the S&P 500. Buy the product directly from the mutual fund company: if you go through a broker or financial manager they'll try to rip you off. The main advantage of such a mutual fund is that it will probably make your daughter significantly more money over the next 15 years than the safer options. The tradeoff is that you have to be prepared to accept the volatility of the stock market and the possibility that your daughter might lose money. Your daughter can buy savings bonds through the US Treasury's TreasuryDirect website. There are two relevant varieties: You and your daughter seem to be the intended customers of these products: they are available in low denominations and they guarantee a rate for up to 30 years. The Series I bonds are the only product I know of that's guaranteed to keep pace with inflation until redeemed at an unknown time many years in the future. It is probably not a big concern for your daughter in these amounts, but the interest on these bonds is exempt from state taxes in all cases, and is exempt from Federal taxes if you use them for education expenses. The main weakness of these bonds is probably that they're too safe. You can get better returns by taking some risk, and some risk is probably acceptable in your situation. Savings accounts, including so-called ""money market accounts"" from banks are a possibility. They are very convenient, but you might have to shop around for one that: I don't have any particular insight into whether these are likely to outperform or be outperformed by treasury bonds. Remember, however, that the interest rates are not guaranteed over the long run, and that money lost to inflation is significant over 15 years. Certificates of deposit are what a bank wants you to do in your situation: you hand your money to the bank, and they guarantee a rate for some number of months or years. You pay a penalty if you want the money sooner. The longest terms I've typically seen are 5 years, but there may be longer terms available if you shop around. You can probably get better rates on CDs than you can through a savings account. The rates are not guaranteed in the long run, since the terms won't last 15 years and you'll have to get new CDs as your old ones mature. Again, I don't have any particular insight on whether these are likely to keep up with inflation or how performance will compare to treasury bonds. Watch out for the same things that affect savings accounts, in particular fees and reduced rates for balances of your size." "Your question isn't great, but I will attempt to answer this piece as it seems really the root of your personal finance question: I want to convince my wife to make this move because it will save us   at least 800 month, but she fails to see how buying a second home is   financially sound because we have to lose our savings and we have to   pay interest on our second home. And... Her logic is it will take almost 5 years to get back our down payment   and we have to pay interest as well. So how can this move help our   family financially in the long run? ... Is she right? She is mostly wrong. First, consider that there is no ""ROI"" really on your down payment. Assuming you are paying what your home would sell for the next day, then your ""RIO"" is already yours (minus realtor fees). She is talking about cash on hand, not ROI. I will use an example without taking into account risk of home markets going down or other risks to ownership. Example: Let's say you pay $2800 a month in mortgage interest+principle at 5.5% apr and $200 a month in taxes+insurance on a $360k loan ($400k house). In this example let's say the same house if you were to rent it is $3800 a month. Understand the Opportunity Cost of renting (the marginal amount it costs you to NOT buy). So far, your opportunity cost is $800 a month. The principle of your house will be increasing with each payment. In our example, it's about $400 for the first payment, and will increase with each payment made while decreasing the interest payment (Suggest you look at an amortization table for your specific mortgage example). So, you're real number is now $1200 a month opportunity cost. Consider also the fact that the $400 a month is sitting in a savings account of sorts. While most savings accounts give you less than 1% in returns and then charge taxes on that gain, your home may (or may not be) much higher than that and won't charge you taxes on the gains when you sell it (If you live in it for a period of time as defined by the IRS.) Let's assume a conservative long term appreciation rate of 3%. That's $12k a year on a $400k house. So, now you're at $2200 a month opportunity cost. In this example I didn't touch on your tax savings of ownership. I also didn't touch on the maintenance cost of ownership or the maintenance cost of renting (your deposit + other fees) which all should be considered. You may have other costs involved in renting. For instance: The cost of not being able to fully utilize your rental as your own house. This may be an even simpler and more convincing way to explain it: On the $2800 mortgage example, you will be paying around $19k in interest and $2400 on taxes, insurance = $23k per year (number could be way different in your example). That is basically throw away money you're never getting back. On the rental, 100% of your rent at $3800 a month is throw away money you're never getting back. That's $45,600 a year." So my advice for your financial situation depends on your aims. Are you aiming to: -   Completely clear your debt -   Clear one card to free up more monthly income.  -   Clear some debt to allow further controlled spending -   Clear one card and focus on just using one, having 2nd as emergency. There are other things you may wish to do but you said to pay off some / all of 2 credit card bills. If you want to contact me I can plan this more precisely. Some seem the same but other factors can come into play as well. Differing rates of interest make the options clearer. My first advice would be to call the card companies and see if you can get better rates first. SCENARIO (some figures made up for visual) Credit Card Debts    8,000       8,000 Monthly payment       100           100 APR %                              10             10 Ignoring APR this will be 80 months to repay (otherwise 140 months using my example amounts above) £28,000 repaid over 11 years 8 months.  Your Suggestion As per your suggestion originally, paying off cards equally will allow smaller debt on both cards. Credit Card Debt      3,000      3,000 Monthly payment       100          100 APR %                              10            10 With a 0% APR this would be paid off in 2 years 6 months. Cards are available to get free balance transfers, need to look into this. With the 10% APR this would take 3 years 1 month. £10,000 lump and £7,400 repaid over 3 years 1 month (saving £10,600 and 8 years 7 months) AIM: To clear debt completely. My advice here is to use the £10,000 lump sum to pay off one credit card, the remaining £2,000 can then come off the other card. This will free up your outgoings (was 2 x £100) by £100. But then use this £100 to pay off the card, this will result in the following: Credit Card Debt      6,000 Monthly payment       200 APR %                              10 With a 0% APR this would be paid off in 2 years 6 months. Cards are available to get free balance transfers, need to look into this. With 10% APR this would take roughly 3 years 1 month. £10,000 lump and £7,400 repaid over 3 years 1 month (saving £10,600 and 8 years 7 months).   This option is the same as above, but you have the options on the odd tight month to reduce payments to £100.   This also will allow the 2nd card to be used interest free for an emergency purchase (to be paid off without any interest charge)   If rates are different, pay of the one with the higher APR AIM: Clear one card to free up more monthly income.  AIM: Clear one card and focus on just using one, having 2nd as emergency. Same as above, but don’t increase to £200, leave monthly payment at £100. Credit Card Debt      6,000 Monthly payment       100 APR %                              10 With a 0% APR this would be paid off in 5 years. With the 10% APR this would take 88 months (7 years 4 months) £10,000 lump and £8,800 repaid over 7 years and 4 months (saving £9,200 and 4 years 4 months).   This also allows for some extra spending (even racking back up the debt – although not advised) AIM: Clear some debt to allow further controlled spending As above apart from this will allow you to spend to get back up to full £16,000 debt. NOTE My figures are theoretical, paying off £500 (£250x2) a month instead of the £100 (10%APR) would take: Lump sum 10,000, remaining 6,000 – 14 months (£17,000 paid) Lump sum 5,000, remaining 2 x 5,500 – 26 months (£18,000 paid) Lump Sum 0, remaining 2 x 8,000 – 40 months (£20,000 paid) Now I have finished waffling, I hope you have an idea on what you are aiming to achieve and a better idea of what to do when you receive the income  Stephen. If you have a 20,000 balance and a 8.75% interest rate, you should be paying between $145 and $150 in interest each month, with the balance going to principal.  (0.0875/12=0.007292, and that times 20,000 is 145.83; as interest is compounded daily, it'll be a little higher than that.)  If the minimum is below $145, then you are not covering the interest; I suspect that is what is happening here, and they're reporting interest paid that wasn't covered in a prior month (assuming you have some months where you only pay the statement minimum, which is less than the total accrued interest). Assuming you're in the US (or most other western countries), your loan servicer should be explaining the exact amount each payment that goes to principal and interest.  I recommend calling them up and finding out exactly why it's not consistent; what should be happening, assuming you pay more than the amount of interest each month, is the interest should go down (very) slowly each month and the amount paying off principal should go up (also slowly).  EG: Etc., until eventually the interest is zero and your loan is paid off.  It probably won't go this quickly for this size of loan - you're only paying off a tiny percentage of principal each month, $50/$20000 or 1/400th - so you won't make too much headway at this rate.   Even adding another $25 would make a huge difference to the length of the loan and the amount of interest paid, but that's another story.   You will eventually at this rate pay off the loan (at $200 a month for all 12 months); this isn't dissimilar to a 30 year mortgage in terms of percent interest to principal (in fact, it's better!).  $50 a month times twelve is $600; 400 payments would take care of it (so a bit over 30 years).  However, as you go you pay more principal and less interest, so you will actually pay it off in 15 years if you continue paying $200 a month exactly. What you may be seeing in your case is a combination of things: In months you pay less (ie, $100, say), the extra $45 in interest needs to go somewhere.  It effectively becomes part of the principal, but from what I've seen that doesn't always happen directly - ie, they account it differently at least for a short time (up to a year, in my experience). This is because of tax laws, if I understand correctly - the amount you pay in interest is tax-deductible, but not the amount of the principal - so it's important for you to have as much called 'interest' as possible.  Thus, if you pay $100 this month and $200 next month, that total of $300 is paying ~$290 of interest and $10 of principal, just as if you'd paid it $150 each month. If you had any penalties, such as for late payments, those come out off the top before interest; they may sometimes take that out as well. All in all, I strongly suggest having an enforced minimum (on your end) of the interest amount at least; that prevents you from being in a situation where your loan grows.  If you can't always hit $200, that's fine; but at least hit $150 every single month.  Otherwise you have a never ending cycle of student loan debt that you really don't want to be in. Separately, on the $1000 payment: As long as you make sure it's not assigned in such a way that the lender only accepts a month's worth at a time (which shouldn't happen, but there are shady lenders), it shouldn't matter what is called 'principal' and what is called 'interest'.  The interest won't go up just because you're making a separate payment (it'll go down!).  The portion that goes to interest will go to paying off the amount of interest you owe from the time of your last payment, plus any accrued but unpaid interest, plus principal.  You won't have the option of not paying that interest, and it doesn't really matter anyway - it's all something you owe and all accruing interest, it only really matters for accounting and taxes.  Double check with your lender (on the phone AND on their website, if possible) that overpayments are not penalized and are applied to principal immediately (or within a few days anyway) and you should be fine. First thing's first: migrate your savings to an interest-bearing savings account (such as from Ally Bank). While it still lags behind inflation, 0.84% is still better than 0.00%. Short-term CDs are also an option. I've personally thought about experimenting with peer-to-peer lending, but a few thousand in savings isn't all that much in the grand scheme of things, and you don't want it tied up in a risky, speculative loan when you might need it the most. As the others have said, the general savings rules apply too: pay off high-interest debt, divert more money into your 401k (especially if you aren't hitting the match yet), then work on either whittling down other debts or saving more for a big purchase in the future. "The $1K in funds are by default your emergency fund. If absolutely necessary, emergency funds may need to come from debt, a credit capacity, focus on building credit to leverage lower rates for living expenses eventually needed. Profitable organizations & proprietors, borrow at a lower cost of capital than their return. Join your local credit union, you're welcome to join mine online, the current rates for the first $500 in both your checking and savings is 4.07%, it's currently the fourth largest in the U.S. by assets. You may join as a ""family member"" to me (Karl Erdmann), not sure what their definition of ""family"" is, I'd be happy to trace our ancestry if need be or consider other options. Their current incentive program, like many institutions have often, will give you $100 for going through the hassle to join and establish a checking and savings. Some institutions, such as this credit union, have a lower threshold to risk, applicants may be turned down for an account if there is any negative history or a low credit score, shooting for a score of 600 before applying seems safest.  The web services, as you mentioned, have significantly improved the layman's ability to cost effectively invest funds and provide liquidity. Robinhood currently seems to be providing the most affordable access to the market. It goes without saying, stay objective with your trust of any platform, as you may have noticed, there is a detailed explanation of how Robinhood makes their money on this stack exchange community, they are largely backed by venture funding, hopefully the organization is able to maintain a low enough overhead to keep the organization sustainable in the long run. The services that power this service such as Plaid, seem promising and underrated, but i digress. The platform gives access for users to learn how investing works, it seems safest to plan a diversified portfolio utilizing a mix of securities,such as low Beta stocks or ""blue chip"" companies with clear dividend policies. One intriguing feature, if you invest in equities is casting votes on decisions in shareholder meetings.  Another popular investment asset class that is less liquid and perhaps something to work toward is real estate. Google the economist ""Matthew Rognlie"" for his work on income equality on this type of investment. There are many incentives for first time homeowners, saving up for a down payment is the first step. Consider adding to your portfolio a Real Estate Investment Trust (REITs) to gain a market position. Another noteworthy approach to this idea is an investment commercial property cooperative organization, currently the first and only one is called NorthEast Investment Cooperative, one stock of class A is $1K.  If you are interested and plan to focus on equities, consider dropping into your college's Accounting Capstone course to learn more about the the details of fundamental and technical analysis of an organization. The complexities of investing involve cyclical risk, macro and micro economic factors,  understanding financial statements and their notes, cash flow forecasting - discounting, market timing, and a host of other details Wikipedia is much more helpful at detailing. It's safe to assume initial investment decisions by unsophisticated investors are mostly whimsical, and likely will only add up to learning opportunities, however risk is inherit in all things, including sitting on cash that pays a price of inflation. A promising mindset in long term investments are in organizations that focus on conscious business practices. Another way to think of investing is that you are already somewhat of a ""sophisticated investor"" and could beat the market by what you know given your background, catching wind of certain information first, or acting on a new trends or technology quickly. Move carefully with any perhaps biased ""bullish"" or ""bearish"" mindset. Thinking independently is helpful, constantly becoming familiar with different ideas from professions in a diverse set of backgrounds, and simulating decisions in portfolio's. Here is an extremely limited set of authors and outlets that may have ideas worth digging more into, MIT Tech Reviews (Informative), Bloomberg TV (it's free, informative), John Mackey (businessman), Paul Mason (provocative journalist). Google finance is a simple and free go-to application, use the ""cost basis"" feature for ""paper"" or real trades, it's easy to import transactions from a .csv.   This seems sufficient to start off with. Enjoy the journey, aim for real value with your resources." Forget about terms.  Think about loans in terms of months.  To simplify things, let's consider a $1000 loan with .3% interest per month.   This looks like a ten month term, but it's equally reasonable to think about it on a month-to-month basis.  In the first month, you borrowed $1000 and accrued $3 interest.  With the $102 payment, that leaves $901 which you borrow for another month.  So on and so forth.   The payoff after five payments would by $503.54 ($502.03 principal plus $1.51 interest).  You'd save $2.99 in interest after paying $13.54.  The reason why most of the interest was already paid is that you already did most of the borrowing.  You borrowed $502.03 for six months and about $100 each for five, four, three, two, and one month.  So you borrowed about $4500 months (you borrowed $1000 for the first month, $901 for the second month, etc.).  The total for a ten month $1000 loan is about $5500 months of borrowing.  So you've done 9/11 of the borrowing.  It's unsurprising that you've paid about 9/11 of the interest.   If you did this as a six month loan instead, then the payments look different.  Say  You borrow $1000 for one month.  Then 834 for one month.  So on and so forth.  Adding that together, you get about $168.50 * 21 or $3538.50 months borrowed.  Since you only borrow about 7/9 as much, you should pay 7/9 the interest.  And if we adding things up, we get $10.54 in interest, about 7/9 of $13.54.   That's how I would expect your mortgage to work in the United States (and I'd expect it to be similar elsewhere).  Mortgages are pretty straight-jacketed by federal and state regulations.   I too once had a car loan that claimed that early payment didn't matter.  But to get rid of the loan, I made extra payments.  And they ended up crediting me with an early release.  In fact, they rebated part of my last payment.  I saved several hundred dollars through the early release.  Perhaps your loan did not work the same way.  Perhaps it did.  But in any case, mortgages don't generally work like you describe. You can expect about a 7% return when investing in the general market if your horizon is ten years or more. The market fluctuates, which means that you should be absolutely fine with losing 10% or more of your invested money during this period. You say yourself that: I have been setting aside money (...) into a savings account earmarked for that purpose (repairs/maintenance) so that I don't have to take out loans. It's obvious from your question that the purpose of this money is not savings, this is money that you are already investing, not in stocks or bonds but in your house. While this money sits around, of course you could put it into the market and hope that it grows. It all depends on your horizon, which in your case sounds like about 1 year. Is that long enough to be fairly sure you will make a profit? From what I've written so far, hopefully you can gather that the answer is no. If you choose to invest $6,000 but you need that money back in one year, you need to be aware of the risk that you'll instead end up with $5,400 or even less. Your options are then to: If you're asking for personal advice, my opinion would be this: you're already investing in your house. The housing market, like most markets, fluctuate. Whether you like it or not, you're already a victim (or benefactor) of this value fluctuation. The difference is that a house is something you'll live in for a long time (probably), that will give you daily joy in a way stocks and bonds won't. Of course, saving up money and investing them is always a good idea anyway. You should still save a small amount every month and put it into low/medium risk bonds, in my opinion.