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Price-to-Earnings Ratio – P/E Ratio Definition, Formula and Examples
The price-to-earnings ratio (P/E ratio) is defined as a ratio for valuing a company that measures its current share price relative to its per-share earnings.
E*TRADE Review: What's New in 2020
Learn how E*TRADE compares to other brokers and how its options analysis and trading capabilities have been bolstered recently in our objective review.
Using the Price-to-Earnings Ratio and PEG to Assess a Stock
Learn how the price-to-earnings ratio and the PEG combined are used to assess a stock's future growth.
E*TRADE vs. Fidelity Investments
Two of the oldest and largest brokers both have best-in-class features, educational resources and trading tools for investors and traders at all levels.
Forward Price-To-Earnings (Forward P/E) Definition
Forward price-to-earnings (forward P/E) is a measure of the P/E ratio using forecasted earnings for the P/E calculation. While the earnings used in this formula are an estimate and are not as reliable as current or historical earnings data, there is still a benefit to estimated P/E analysis.
eOption Review: What's New in 2020
Learn how eOption compares to other brokers in our comprehensive and objective review. From usability to cost, trade experience to order types, and everything in between.
Understanding P/E Ratio vs. EPS vs. Earnings Yield
P/E ratios and EPS may be the established standards for valuation, but earnings yields are especially useful for comparing returns across different instruments.
A Fundamental Analysis of Amazon and eBay
An investing comparison of e-commerce marketplaces Amazon and eBay using revenue, profitability, valuation metrics, and active user base.
How to Calculate a Company's Forward P/E in Excel?
Find out more about the forward price to earnings ratio and how to calculate the forward price to earnings ratios of companies in Microsoft Excel.
Understanding the Binomial Option Pricing Model
Learn about the binomial option pricing models with detailed examples and calculations. The binomial option pricing model offers a unique alternative to Black-Scholes.