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Relative strength is a ratio of a stock price performance to a market average (index) performance. [1] It is used in technical analysis . It is not to be confused with relative strength index .
The 'PEG ratio' (price/earnings to growth ratio) is a valuation metric for determining the relative trade-off between the price of a stock, the earnings generated per share , and the company's expected growth. In general, the P/E ratio is higher for a company with a higher growth rate. Thus, using just the P/E ratio would make high-growth ...
Relative strength index 7-period Bitcoin, RSI-14, bearish divergence occurs. The RSI is presented on a graph above or below the price chart. The indicator has an upper line and a lower line, typically at 70 and 30 respectively, and a dashed mid-line at 50.
Stock B is trading at a forward P/E of 30 and expected to grow at 25%. The PEG ratio for Stock A is 75% (15/20) and for Stock B is 120% (30/25). According to the PEG ratio, Stock A is a better purchase because it has a lower PEG ratio, or in other words, its future earnings growth can be purchased for a lower relative price than that of Stock B.
The stocks-to-use ratio (S/U) is a convenient measure of supply and demand interrelationships of commodities.This ratio indicates the level of carryover stock for any given commodity as a percentage of the total use of the commodity.
If the ratio approaches 200%–as it did in 1999 and a part of 2000–you are playing with fire". [ 8 ] [ 3 ] Buffett's metric became known as the "Buffett Indicator", and has continued to receive widespread attention in the financial media, [ 6 ] [ 1 ] [ 9 ] [ 10 ] and in modern finance textbooks.
In corporate finance, the swap ratio is an exchange rate of the shares of the companies that undergo a merger; see Stock swap and Mergers and acquisitions § Stock.. The swap ratio determines the control that each group of shareholders of the companies shall have over the combined firm: essentially a function of the relative value of the strategic and financial results of the two companies.
Graham later revised his formula based on the belief that the greatest contributing factor to stock values (and prices) over the past decade had been interest rates. In 1974, he restated it as follows: [4] The Graham formula proposes to calculate a company’s intrinsic value as: