Annual Return

Annual Return in terms of trading terminology is the return on trading funds that a trader or Trading portfolio returns over a specific trading period, expressed as an Annual Percentage. The rate of Annual Return is expressed as a percentage of the total value of the fund or portfolio (the Initial Investment) and shows a Geometric Mean rather than an Arithmetic Mean.

A Geometric Mean is calculated from percentages derived at from values whereas an Arithmetic Mean uses the actual values themselves to calculate the final result. The Geometric Mean must be used for calculating Annual Return as it takes into account the affect of compounding where the initial investment will increase (or possibly decrease) year on year.

Annual Return is the standard or preferred method of calculating a return on investment for investments with liquidity and as it is calculated using the Geometric Method will always take into account any increases in the portfolio value to produce a more accurate figure than just a simple return.

The formula for calculating annual return can be expressed as below:

Annual return=((final value/initial value )1/years )−1

Where years = number of holding years for the investment in the trading fund

Annual return is extremely important to investors as it determines the average yearly return of an investment over the entire lifetime of the investment and also takes into account any losses that may occur over this period. It is also one of the easiest forms of return on investment calculations and is easily understandable. In its simplest form the annual return is the geometric average of the investment over A specific time period.

Key takeaways:

A Geometric Mean is calculated from percentages derived at from values whereas an Arithmetic Mean uses the actual values themselves to calculate the final result. The Geometric Mean must be used for calculating Annual Return as it takes into account the affect of compounding where the initial investment will increase (or possibly decrease) year on year.

Annual Return is the standard or preferred method of calculating a return on investment for investments with liquidity and as it is calculated using the Geometric Method will always take into account any increases in the portfolio value to produce a more accurate figure than just a simple return.

The formula for calculating annual return can be expressed as below:

Annual return=((final value/initial value )1/years )−1

Where years = number of holding years for the investment in the trading fund

Annual return is extremely important to investors as it determines the average yearly return of an investment over the entire lifetime of the investment and also takes into account any losses that may occur over this period. It is also one of the easiest forms of return on investment calculations and is easily understandable. In its simplest form the annual return is the geometric average of the investment over A specific time period.

Key takeaways:

Annual return is A measurement of how an investment has performed (positively or negatively)

on average each year over A specific time period.

on average each year over A specific time period.

Annual return is calculated as A geometric average rather than an arithmetic average to take

into account compounding.

into account compounding.

Annual return is one of the simplest methods of return assessment and is used worldwide by

investors and fund managers.

investors and fund managers.

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Annual Return

Annual Return in terms of trading terminology is the return on trading funds that a trader or Trading portfolio returns over a specific trading period, expressed as an Annual Percentage. The rate of Annual Return is expressed as a percentage of the total value of the fund or portfolio (the Initial Investment) and shows a Geometric Mean rather than an Arithmetic Mean.

A Geometric Mean is calculated from percentages derived at from values whereas an Arithmetic Mean uses the actual values themselves to calculate the final result. The Geometric Mean must be used for calculating Annual Return as it takes into account the affect of compounding where the initial investment will increase (or possibly decrease) year on year.

Annual Return is the standard or preferred method of calculating a return on investment for investments with liquidity and as it is calculated using the Geometric Method will always take into account any increases in the portfolio value to produce a more accurate figure than just a simple return.

The formula for calculating annual return can be expressed as below:

• Annual return=((final value/initial value )1/years )−1

Where years = number of holding years for the investment in the trading fund

Annual return is extremely important to investors as it determines the average yearly return of an investment over the entire lifetime of the investment and also takes into account any losses that may occur over this period. It is also one of the easiest forms of return on investment calculations and is easily understandable. In its simplest form the annual return is the geometric average of the investment over A specific time period.

A Geometric Mean is calculated from percentages derived at from values whereas an Arithmetic Mean uses the actual values themselves to calculate the final result. The Geometric Mean must be used for calculating Annual Return as it takes into account the affect of compounding where the initial investment will increase (or possibly decrease) year on year.

Annual Return is the standard or preferred method of calculating a return on investment for investments with liquidity and as it is calculated using the Geometric Method will always take into account any increases in the portfolio value to produce a more accurate figure than just a simple return.

The formula for calculating annual return can be expressed as below:

• Annual return=((final value/initial value )1/years )−1

Where years = number of holding years for the investment in the trading fund

Annual return is extremely important to investors as it determines the average yearly return of an investment over the entire lifetime of the investment and also takes into account any losses that may occur over this period. It is also one of the easiest forms of return on investment calculations and is easily understandable. In its simplest form the annual return is the geometric average of the investment over A specific time period.

Annual return is A measurement of how an investment has performed (positively or negatively)

on average each year over A specific time period.

on average each year over A specific time period.

Annual return is calculated as A geometric average rather than an arithmetic average to take

into account compounding.

into account compounding.

Annual return is one of the simplest methods of return assessment and is used worldwide by

investors and fund managers.

investors and fund managers.

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