Investment Return Formula:
From: | To: |
Investment return calculation measures the performance of an investment by comparing the final value to the initial principal, accounting for any withdrawals made during the investment period. It provides a percentage return that helps investors evaluate the profitability of their investments.
The calculator uses the investment return formula:
Where:
Explanation: This formula calculates the percentage return on investment by accounting for both the final value and any withdrawals made, providing a comprehensive view of investment performance.
Details: Accurate return calculation is crucial for investment analysis, portfolio management, and financial planning. It helps investors compare different investment opportunities and make informed decisions about their financial strategies.
Tips: Enter the future value in currency units, principal amount in currency units, and total withdrawals in currency units. All values must be valid positive numbers with principal greater than zero.
Q1: Why include withdrawals in return calculation?
A: Including withdrawals provides a more accurate picture of investment performance by accounting for money taken out during the investment period, which affects the overall return.
Q2: What is considered a good investment return?
A: A good return depends on the investment type, risk level, and market conditions. Generally, returns should exceed inflation and benchmark indices to be considered successful.
Q3: How does this differ from simple return calculation?
A: This calculation accounts for withdrawals, making it more comprehensive than simple return formulas that only consider beginning and ending values.
Q4: Can this calculator handle multiple currencies?
A: Yes, as long as all values are entered in the same currency units, the calculator will provide accurate percentage returns.
Q5: What time period does this return represent?
A: The return percentage represents the total return over the entire investment period. For annualized returns, additional calculations would be needed based on the investment duration.