How do ETF fees get applied?
The ETF price quoted on the stock exchange is in principle not referenced to NAV. The fund administrator will calculate and publish the NAV net of all fees, but the ETF price you see is determined by the market just like for any other security.  Having said that, the market will not normally deviate greatly from the NAV of the fund, so you can safely assume that ETF quoted price is net of relevant fees.
"Without the specifics of the contract, as well as the specifics of the country/state/city you're moving to, it's hard to say what's legal.  But this also isn't law.se, so I'll answer this from the point of view of personal finance, and what you can/should do as next steps. Whenever paying an application fee or a deposit, you need to ensure that you have in writing exactly what you're applying for or putting a deposit in for.  Whether this is an apartment, a car, or a loan, before any money changes hands, you need to get in writing exactly what you're putting that money to. So for a car, you'd want to have the complete specifications - make, model, year, color, extra packages, and any relevant loan information if applicable.  You wouldn't just hand a dealer $2000 for ""a Toyota Camry"", you'd make sure it was specified which one, in writing, as well as the total you're expecting to pay.  Same for an apartment: you should have, in writing (email is fine) the specific unit you are putting a deposit for, and the specific rate you'll be paying, and the length of time the lease is for. This is to avoid a common tactic: bait and switch, which is what it looks like you've run into.  A company puts forth a ""nice"" model, everything looks good, you get far enough in that it seems like you're locked in - and then it turns out you're really getting a less nice model that's not as ideal as whatever you signed up for.  Now if you want to get what you originally signed up for you need to pay extra - presumably ""something was wrong in the original ad"", or something like that.  And all you can hear in the background is Darth Vader... ""I am altering the deal. Pray I don't alter it any further."" So; what do you do when you've been bait-and-switched? The best thing to do is typically to walk away. Try to get your application fee back; you may or may not be able to, but it's worth a shot, and even if you cannot, walk away anyway. Someone who is going to bait-and-switch on you is probably not going to be a good landlord; my guess is that rent is going to keep going up beyond the level of the market, and you probably can kiss your security deposit goodbye. Second, if walking away isn't practical for whatever reason, you can find out what the local laws are. Some locations (though very few, sadly) require advertised prices to be accurate; particularly the fact that they re-advertised the unit again for the same rate suggests they are falling afoul of that. You can ask around, search the internet, or best yet talk to a lawyer who specializes in this sort of thing; some of them will be willing to at least answer a few questions for free (hoping to score your business for an easy, profitable lawsuit). Be aware that it's not exactly a good situation to be in, to be suing your landlord; second only to suing your employer, in my opinion, in terms of bad things to do while hoping to continue the relationship.  Find an alternative as soon as you can if you go this route. In the future, pay a lot of attention to detail when making application fees.  Often the application fee is needed before you get into too much detail - but pick a location that has reasonable application fees, and no extras.  For example, in my area, it's typical to pay a $25 application fee, nonrefundable, to do the credit check and background check, and a refundable $100-$200 deposit to hold the unit while doing that; a place that asks for a non-refundable deposit is somewhere I'd simply not apply at all." "@Joe's original answer and the  example with proportionate application of the payment to the two balances is not quite what will happen with US credit cards. By US law (CARD Act of 2009), if you make only the minimum  required payment (or less), the credit-card company can choose which part of the balance that sum is applied to. I am not aware of any company that chooses to apply such payments to anything other than that part of the balance which carries the least interest rate  (including the 0% rate that ""results"" from acceptance of balance transfer  offers). If you make more than the minimum required payment, then the excess must, by law, be applied to paying off the highest rate balance. If the highest rate balance gets paid off completely, any remaining amount must be applied to second-highest rate balance, and so on.  Thus, it is not the case that that $600 payment (in Joe's example) is applied proportionately to the $5000 and $1000 balances owed. It depends on what the required minimum payment is. So, what would be the minimum required payment? The minimum payment is the total of (i) all finance charges incurred during that month, (ii) all service fees and penalties (e.g. fee for exceeding credit limit, fee for taking a cash advance, late payment penalty) and other charges (e.g. annual card fee) and (iii) a fraction of the outstanding balance that (by law) must be large enough to allow the customer to pay off the entire balance in a reasonable length of time. The law is silent on what is reasonable, but most companies use 1% (which would pay off the balance over 8.33 years).  Consider the numbers in Joe's example together with the following assumptions: $5000 and $1000 are the balances owed at the beginning of the month, no new charges or service fees during that month, and the previous month's minimum monthly payment was made on the day that the statement paid so that the finance charge for the current month is on the balances stated). The finance charge on the $5000 balance is $56.25, while the finance charge on the $1000 balance is $18.33, giving a minimum required payment of $56.25+18.33+60 = $134.58. Of the $600 payment, $134.58 would be applied to the lower-rate balance ($5000 + $56.25 = $5056.25) and reduce it to $4921.67. The excess $465.42 would be applied to the high-rate balance of $1000+18.33 = $1018.33 and reduce it to $552.91. In general, it is a bad idea to take a cash advance from a credit card. Don't do it unless you absolutely must have cash then and there to buy something from a merchant who does not accept credit cards, only cash, and don't be tempted to use the ""convenience checks"" that credit-card companies send you from time to time. All such cash advances not only carry larger rates of interest (there may also be upfront fees for taking an advance) but any purchases made during the rest of the month also become subject to finance charge. In other words, there is no ""grace period"" for new charges, and this state of affairs will last for one month beyond the first credit-card statement whose statement is paid off in full in timely fashion. Finally, turning to the question asked, viz. "" I am trying to determine how much I need to pay monthly to zero the balance, ...."", as per the above calculations, if the OP makes the minimum required payment of $134.58 plus $1018.33, that $134.58 will be applied to the low-rate balance and the rest $1018.33 will pay off the high-rate balance in full if the payment is made on the day the statement is issued. If payment is made later, but before the due date, that $1018.33 will be accruing finance charges until the date the payment is made, and these will appear as 22% rate balance on next month's statement. Similarly for the low-rate balance. What if several monthly payments will be required? The best calculator known to me is at https://powerpay.org (free but it is necessary to set up a username and password).  Enter in all the credit card balances and the different interest rates, and the total amount of  money that can be used to pay off the balances, and the site will lay out a payment plan.  (Basically, pay off the highest-interest rate balance as much as possible while making minimum required payments on the rest). Most people are surprised at how much can be saved (and how much shorter the time to be debt-free is) if one is willing to pay just a little bit more each month." ETFs don't need sell-side research (yes they do, no they don't).  They need to keep their fees minimal.  Mutual funds need equity research and they charge beefy fees to pay for it.  Look at the flows into mutual funds and the flows into ETFs and make your own mind up.  However, bear in mind that there will always be *some* demand for really good research.  It just probably isn't a growing field.  It will be a shrinking field where the best of the best do well and everyone else is playing a game of Survivor trying not to get kicked off the island. Fake stock market trading may teach you about trading, which isn't necessarily the same thing as investing. I think you need to understand how things work and how to read financial news and statistics before you start trading. Otherwise, you're just going to get frustrated when you mysteriously win and lose funny money. I'd suggest a few things: Also, don't get into individual stocks until you have at least $5k to invest -- focus on saving and use ETFs or mutual funds. You should always invest in around a half dozen diversified stocks at a time, and doing that with less than $1,000 a stock will make it impossible to trade and make money -- If a $100 stock position goes up 20%, you haven't cleared enough to pay your brokerage fees. How can I calculate my currency risk exposure?  You own securities that are priced in dollars, so your currency risk is the amount (all else being equal) that your portfolio drops if the dollar depreciates relative to the Euro between now and the time that you plan to cash out your investments. Not all stocks, though, have a high correlation relative to the dollar.  Many US companies (e.g. Apple) do a lot of business in foreign countries and do not necessarily move in line with the Dollar.  Calculate the correlation (using Excel or other statistical programs) between the returns of your portfolio and the change in FX rate between the Dollar and Euro to see how well your portfolio correlated with that FX rate.  That would tell you how much risk you need to mitigate. how can I hedge against it?  There are various Currency ETFs that will track the USD/EUR exchange rate, so one option could be to buy some of those to offset your currency risk calculated above.  Note that ETFs do have fees associated with them, although they should be fairly small (one I looked at had a 0.4% fee, which isn't terrible but isn't nothing). Also note that there are ETFs that employ currency risk mitigation internally - including one on the Nasdaq 100 .   Note that this is NOT a recommendation for this ETF - just letting you know about alternative products that MIGHT meet your needs. 12b1's have fallen out of favor in recent years, and are typically capped at about 0.25%. they are also usually waived and factored into the fund OER these days, too, though it depends on who your broker is.  any revenue sharing shouldn't increase your fees. in my experience, there is more incentivizing for cross selling rather than revenue sharing, but in any case those would be fractions of your revenue allocated to different parties, and not additional fees. No ETN or ETF yet. There are beta funds, that aim to track the market.  What's really needed is a liquid market for cat risk trading/transfer, enabling users to buy protection, or take the other side.  You can write cat swaps, so derivative forms, including ILW's or with parametric triggers. But these aren't liquid at all yet.  Cat bonds are most liquid, but it dries up pretty quickly when events threaten as there's no true hedging market yet. "Vanguard's Admiral shares are like regular (""investor"") shares in their funds, only they charge lower expense ratios. They have higher investment minimums, though. (For instance, the Vanguard Total Stock Market Index Fund has a minimum of $3,000 and an expense ratio of .18% for the Investor Shares class, but a minimum of $10,000 and an expense ratio of .07% for Admiral Shares). If you've bought a bunch of investor shares and now meet the (recently-reduced) minimum for Admiral shares, or if you have some and buy some more investor shares in the future and meet the minimums, you will qualify for a free, no-tax-impact conversion to the Admiral Shares and save yourself some money. For more information, see the Vanguard article on their recent changes to Admiral Shares minimums. Vanguard also offers institutional-class shares with even lower expense ratios than that (with a minimum of $5 million, .06% expense ratios on the same fund). A lot of the costs of operating a fund are per-individual, so they don't need to charge you extra fees for putting in more money after a certain point. They'd rather be competitive and offer it at cost. Vanguard's funds typically have very low expense ratios to begin with. (The investor shares I've been using as an example are advertised as ""84% lower than the average expense ratio of funds with similar holdings"".) In fact, Vanguard's whole reason for existing is the premise (stated in founder John C Bogle's undergraduate thesis at Princeton) that individuals can generally get better returns by investing in a cheap fund that tracks an index than by investing in mutual funds that try to pick stocks and beat the index and charge you a steep markup. The average real return of the stock market is supposedly something like 4%; even a small-looking percentage like 1% can eat a big portion of that. Over the course of 40 years waiting for retirement, saving 1% on expenses could leave you with something like 50% more money when you've retired. If you are interested in the lower expense ratios of the Admiral share classes but cannot meet the minimums, note that funds which are available as ETFs can be traded from Vanguard brokerage accounts commission-free and typically charge the same expense ratios as the Admiral shares without any minimums (but you need to trade them as individual shares, and this is less convenient than moving them around in specific dollar amounts)."