What is the dividend if yield is 3.04?
From the hover text of the said screen; Latest dividend/dividend yield Latest dividend is dividend per share paid to shareholders in the most   recent quarter. Dividend yield is the value of the latest dividend,   multiplied by the number of times dividends are typically paid per   year, divided by the stock price. So for Ambev looks like the dividend is inconsistantly paid and not paid every quarter.
"This question is predicated on the assumption that investors prefer dividends, as this depends on who you're speaking to.  Some investors prefer growth stocks (some which don't pay dividends), so in this case, we're covering the percent of investors who like dividend paying stocks. It depends on who you ask and it also depends on how self-aware they are because some people may give reasons that make little financial sense.  The two major benefits that I hear are fundamentally psychological: Dividends are like mini-paychecks.  Since people get a dopamine jolt from receiving a paycheck, I would predict the same holds true for receiving dividends.  More than likely, the brain feels a reward when getting dividends; even if the dividend stock performs lower than a growth stock for a decade, the experience of receiving dividends may feel more rewarding (plus, depending on the institution, they may get a report or see the tax information for the year, and that also feels good). Some value investors don't reinvest dividends, as they believe the price of the stock matters (stocks are either cheap or expensive and automatic reinvestment to these investors implies that the price of a stock doesn't matter), so dividends allow them to rebuild their cash after a buy.  They can either buy more shares, if the stock is cheap, or keep the cash if the stock is expensive.  Think about Warren Buffett here: he purchased $3 billion worth of shares of Wells Fargo at approximately $8-12 a share in 2009 (from my memory, as people were shocked that be bought into a bank when no one liked banks).  Consider how much money he makes from dividends off that purchase alone and if he were to currently believe Wells Fargo was overpriced, he could keep the cash and buy something else he believes is cheaper.  In these cases, dividends automatically build cash cushions post buying and many value investors believe that one should always have cash on hand. This second point is a little tricky because it can involve risk assessment: some investors believe that high dividend paying stocks, like MO, won't experience the huge declines of indexes like the SPY.  MO routed the SPY in 2009 (29% vs. 19%) and these investors believe that's because it's yield was too desired (it feels safer to them - the index side would argue ""but what happens in the long run?"").  The problem I have with this argument (which is frequent) is that it doesn't hold true for every high yield stock, though some high yield stocks do show strong resistance levels during bear markets." Also keep in mind that most REITs have high dividend yields. If you short, you are responsible for payment of the dividend to the party you are borrowing the shares from. This can add costs to your position over time. Short REITS for a long time period is not necessarily an optimal strategy. Technically you should take the quarterly dividend yield as a fraction, add one, take the cube root, and subtract one (and then multiple by the stock price, if you want a dollar amount per share rather than a rate).  This is to account for the fact that you could have re-invested the monthly dividends and earned dividends on that reinvestment. However, the difference between this and just dividing by three is going to be negligible over the range of dividend rates that are realistically paid out by ordinary stocks. edit: nevermind.  i glanced and thought you meant total market mutual funds.    For fixed income - if you want to get a good analysis of the bond market/interest rates, i would suggest you read some of bill gross' letters off the pimco site - a lot of discussion about our current zero bound interest rates.    For equities - I have the view that if the economy is doing well, people are less inclined to focus on dividend yield...thereby lowering the relative multiples on dividend/fcf yielding stocks.  So total return fund may be trading slightly cheaper. Technically you should take the quarterly dividend yield as a fraction, add one, take the cube root, and subtract one (and then multiple by the stock price, if you want a dollar amount per share rather than a rate).  This is to account for the fact that you could have re-invested the monthly dividends and earned dividends on that reinvestment. However, the difference between this and just dividing by three is going to be negligible over the range of dividend rates that are realistically paid out by ordinary stocks. There is a basis for that if you consider the power of compounding. So, the sooner you re-invest the dividends the sooner the time will give you results (through compounding). There is also the case of the commissions, if they are paid with a percentage of the amount invested they automatically gain more from you. Just my 2cents, though the other answers are probably more complete. Dividend yield is not the only criteria for stock selection. Companies past performance, management, past deals, future expansion plans, and debt equity ratio should be considered. I would also like to suggest you that one should avoid making any investment in the companies that are directly affected by frequent changes in regulations released by government. All the above mentioned criteria are important for your decision as they make an impact on your investment and can highly affect the profits. This is a great question for understanding how futures work, first let's start with your assumptions The most interesting thing here is that neither of these things really matters for the price of the futures.  This may seem odd as a futures contract sounds like you are betting on the future price of the index, but remember that the current price already includes the expectations of future earnings as well! There is actually a fairly simple formula for the price of a futures contract (note the link is for forward contracts which are very similar but slightly more simple to understand).  Note, that if you are given the current price of the underlying the futures price depends essentially only on the interest rate and the dividends paid during the length of the futures contract.  In this case the dividend rate for the S&P500 is higher than the prevailing interest rate so the futures price is lower than the current price.  It is slightly more complicated than this as you can see from the formula, but that is essentially how it works. Note, this is why people use futures contracts to mimic other exposures.  As the price of the future moves (pretty much) in lockstep with the underlying and sometimes using futures to hedge exposures can be cheaper than buying etfs or using swaps. Edit: Example of the effect of dividends on futures prices For simplicity, let's imagine we are looking at a futures position on a stock that has only one dividend (D) in the near term and that this dividend happens to be scheduled for the day before the futures' delivery date.  To make it even more simple lets say the price of the stock is fairly constant around a price P and interest rates are near zero.  After the dividend, we would expect the price of the stock to be P' ~ P - D as if you buy the stock after the dividend you wouldn't get that dividend but you still expect to get the rest of the value from additional future cash flows of the company. However, if we buy the futures contract we will eventually own the stock but only after the dividend happens.  Since we don't get that dividend cash that the owners of the stock will get we certainly wouldn't want to pay as much as we would pay for the stock (P).  We should instead pay about P' the (expected) value of owning the stock after that date.   So, in the end, we expect the stock price in the future (P') to be the futures' price  today (P') and that should make us feel a lot more comfortable about what we our buying.  Neither owning the stock or future is really necessarily favorable in the end you are just buying slightly different future expected cash flows and should expect to pay slightly different prices.