AG Motor’s common stock currently pays an annual dividend of $3.60 per share. The required return on the common stock is 12%. If dividends are expected to grow at a constant annual rate of 6%, what is the current market price of the common stock?
Dividend Valuation
Dividend refers to a reward or cash that a company gives to its shareholders out of the profits. Dividends can be issued in various forms such as cash payment, stocks, or in any other form as per the company norms. It is usually a part of the profit that the company shares with its shareholders.
Dividend Discount Model
Dividend payments are generally paid to investors or shareholders of a company when the company earns profit for the year, thus representing growth. The dividend discount model is an important method used to forecast the price of a company’s stock. It is based on the computation methodology that the present value of all its future dividends is equivalent to the value of the company.
Capital Gains Yield
It may be referred to as the earnings generated on an investment over a particular period of time. It is generally expressed as a percentage and includes some dividends or interest earned by holding a particular security. Cases, where it is higher normally, indicate the higher income and lower risk. It is mostly computed on an annual basis and is different from the total return on investment. In case it becomes too high, indicates that either the stock prices are going down or the company is paying higher dividends.
Stock Valuation
In simple words, stock valuation is a tool to calculate the current price, or value, of a company. It is used to not only calculate the value of the company but help an investor decide if they want to buy, sell or hold a company's stocks.
AG Motor’s common stock currently pays an annual dividend of $3.60 per
share. The required return on the common stock is 12%. If dividends are
expected to grow at a constant annual rate of 6%, what is the current market price of the common stock?
B. Don Coley wishes to estimate the value of its outstanding
C. If, at present, you have $28 000 invested at a rate of 9% per annum,
approximately how many years will it take for the investment to triple?
D. If you wish to save $1 500 000 in five years, how much would you need to deposit at the start of each quarter to achieve this goal, assuming an
interest rate of 8% compounded quarterly.
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