Financial

annualized

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Annualize

To express a variable in yearly terms even though the variable does not directly apply to a year. That is, an annualized variable has been mathematically converted to yearly terms. For example, if the return rate on an investment is 2% after one month, one computes the annualized return by multiplying by 12, resulting in a 24% return rate. An annualized variable is often theoretical; there is no guarantee that the return rate in the example above will be 12% if it is calculated after a month or two. Annualizing usually does not take into account the effects of compounding.
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annualized

Of or relating to a variable that has been mathematically converted to a yearly rate. Inflation and interest rates are generally annualized since it is on this basis that these two variables are ordinarily stated and compared. As an example, disregarding the effects of compounding, the earning of a 3% return on an investment during a 4-month period is equal to 9% ( 12/4 × 3%) on an annualized basis.
Wall Street Words: An A to Z Guide to Investment Terms for Today's Investor by David L. Scott. Copyright © 2003 by Houghton Mifflin Company. Published by Houghton Mifflin Company. All rights reserved. All rights reserved.
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References in periodicals archive
C$0.05000 per Class C Unit, representing approximately C$0.60 per Unit on an annualized basis;
The current three months earnings equate to an annualized return on average assets (ROA) of 1.26% and a return on average equity (ROE) of 11.45% compared to an annualized ROA of 1.27% and a ROE of 11.42% for the three months ended June 30, 2018.
In 2018 trade turnover between Russia and China increased by 27.1% on an annualized basis to $107 billion.
The experts of the company also showed that the Faysal Savings Growth Fund yielded an annualized return of 4.74 percent on 365 day basis.
Total loans increased $173 million to $1.1 billion, or 38% annualized growth from year end.
In this study, because the assumption of constant volatility has its defects and the assumption of stochastic volatility is complex to calculate, we assume that the annualized volatility of the price of mineral products follows a multinomial distribution.
Bouman and Jacobsen (2002) attributed a much larger annualized return (17.1 percent) for the November-April holding period than for its May-October counterpart (6.0 percent) over the 1970-1998 years to the summer's slower trading activity--specifically, the timing and length of vacations.
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