Posts Tagged ‘investor’

Capital investment ? Residual Income Investments

Two financial conditions that are often times confused with another residual income investments and passive income investments. The difference between these two concepts can be explained quite easily. First passive income is generated without any effort or very little effort by the investor. On the other hand, passive income is generated from the efforts initially invested by the investor.

http://www.capitalinvest.equitylinesite.com/2009/11/09/residual-income-investments/

Real estate investing can be both the residual income and passive income. If you wantresidual income to make investments in real estate, then you can buy a property and then sell it with owner financing. This means that instead of receiving the buyer, the financing from a bank, you agree to respect the contract and then submit to you monthly capital and interest payments.

These payments are considered passive income. On the other hand, if you generate passive income from real estate investments will be investing in deeds of trust. Trust deeds areprinciple of residential mortgages. This investment is passive, because you do not participate actively in the management of the account to earn money.

Capital investment ? Investing in shares

The investment in shares or has been popular since the closure of bank consolidation in Nigeria. The Fellowship of Nigeria is among the best in terms of profitability in the world and it is clear from the average return per year.

http://www.capitalinvest.equitylinesite.com/2009/11/21/investing-in-shares/

Research shows that forty-two four hundred and fifty of the world’s billionaires have acquired their wealth through stocks and shares and pay for most of them, including the first, second and fourth richest country in the worldtheir money in stocks and shares.

Buying a property in a company with the purchase of shares. This gives the opportunity to increase their shares in the form of dividends and capital gains from his pocket. All investment decisions are sensitive to interest rates.

What is a stock?
An action is a certificate representing a share of the company and said a number of actions.

The participation rate is of coursedepending on the number of shares by outstanding.So the representation of their interests as an investor in a company.

- Capital Invest

21 tips for successful investing

Residential Investing Vs Commercial Investing

It’s 3 a.m. and your phone rings. It’s not your office telling you about a medical emergency, it’s not your mother telling you that you forgot to call her on her birthday.

No. It’s your tenant just letting you know that the toilet has been overflowing for the last 8 hours and the basement of your “investment property” is flooded.

It’s the first of the month and you stop by your “investment property” to pick up the rent check and lo and behold, there are no tenants. They moved out two weeks ago, “forgot” to pay rent, and left you a nasty mess to clean up. It’s so disgusting that when you open the fridge to clean it out, you almost lose your lunch.

These are just a few of the TRUE stories of investors I have worked with. Investors just like you who wanted to be good stewards with their finances and create wealth for their family.

That wouldn’t happen to you though, because you knew that when you bought that house it would appreciate in value and you would sell it for a profit.

Not in this market, unfortunately.

Investment Portfolios

Investment Portfolios

 

Since investors like to increase their expected wealth and like to avoid risk or uncertainty, it is possible to imagine different combinations of expected gain and risk which are valued equally by an investor. That is, an investor will be willing to assume greater risk, if he achieves greater expected wealth.

The individual investor is now conceptually prepared to select the optimum portfolio from those constituting the efficient set. The optimum portfolio (i.e., the one which maximizes expected utility) is the one at the point of tangency between the efficient frontier and an indifference curve. In images it can be seen that the investor can do no better than choose the portfolio at point A on the efficient frontier, since no other portfolio is on as high an indifference. Another escape is to say that concavity does not necessarily imply that the relationship is quadratic and that other equations can preserve the concavity without ever implying a maximum value from which utility will decline as wealth increases.

The difficulty with these other curves is that efficiency in terms of the mean and variance of a portfolio does not necessarily imply maximization of expected utility. Markowitz has shown, however, that many utility functions can be reasonably approximated by the quadratic.

Investment Portfolios

Investment Portfolios

 

Since investors like to increase their expected wealth and like to avoid risk or uncertainty, it is possible to imagine different combinations of expected gain and risk which are valued equally by an investor. That is, an investor will be willing to assume greater risk, if he achieves greater expected wealth.

The individual investor is now conceptually prepared to select the optimum portfolio from those constituting the efficient set. The optimum portfolio (i.e., the one which maximizes expected utility) is the one at the point of tangency between the efficient frontier and an indifference curve. In images it can be seen that the investor can do no better than choose the portfolio at point A on the efficient frontier, since no other portfolio is on as high an indifference. Another escape is to say that concavity does not necessarily imply that the relationship is quadratic and that other equations can preserve the concavity without ever implying a maximum value from which utility will decline as wealth increases.

The difficulty with these other curves is that efficiency in terms of the mean and variance of a portfolio does not necessarily imply maximization of expected utility. Markowitz has shown, however, that many utility functions can be reasonably approximated by the quadratic.