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Price Earning Growth (PEG) Ratio is the rate of a company's P/E using its growth rate. Plenty of analysts have concurred a stock is fairly valued when its PEG proportion equal one. Which means in case a stock has a P/E of 10 with a rate of 10%, then a stock is trading at fair value.

Exactly how many of you've seen this sort of statement? I've seen it lots of times and I think it is silly. This is a easy reasoning. Let's think of it for a second. If your stock can increase its getting for 8%, then to reach fair price, the stock must deal at a P/E of 8. Think about an investment with growth rate of five minutes? Its fair value is just a P/E Of 5. Think about an organization with 0% growth? Oh, right. Based on this theory, the company must have a of 0, or worthless. Does sense is made by this? Heck, no. But there are certainly a lot of articles regarding this PEG concept. Here are several sources of generally misunderstood PEG ratio:

a 0% development company, the fair P/E ratio for the company is not 0. Rather, it's a few percentage above risk-free interest rate or a ten year treasury bond. If a twenty year bond is yielding 4.6%, then your fair value of a typical stock is at 7.6% yield. Inverting this produce, we obtain a P/E ratio of 13.2.

Anything else is wrong with using PEG ratio to look for the reasonable value of a standard stock? Infinite growth rate is assumed by peg in earning per share. No enterprise can grow at exactly the same rate forever. If we assume company A will grow at 10% rate for another five years and then growth slows to two weeks forever, what is the fair value of the common stock using PEG rate? The solution is it can't accomplish that. PEG ratio is way too simple to single-handedly determine a fair value for a common stock. It's inaccurate and only wrong to use PEG rate for our fair value calculation.

Common sense dictates a share with higher growth rate should be valued at a higher P/E rate. There's nothing wrong with that. But as a fair value of a standard stock utilizing a simple PEG ratio of 1 is just wrong. I do not need an accurate solution to estimate this but an opinion could be keep reading other articles named Calculating Fair Value with Growth and Fair Value with Negative Growth. patent pending

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