The Time-Weighted Rate of Return (TWRR) is a method of assessing an investment portfolio’s return that excludes the effects of cash flows, such as deposits and withdrawals, throughout the measurement period. This makes TWRR a desirable indicator for comparing investment manager or fund performance since it shows the success of the investment strategy without being influenced by the timing and magnitude of cash flows provided by investors.
TWRR is determined by dividing the total investment period into sub-periods, each specified by a cash flow event. The return for each sub-period is determined, and these returns are compounded to determine the overall TWRR for the period.
Divide the Investment Period into Sub-Periods: Determine the dates of all cash flows (deposits and withdrawals) and divide the investment period accordingly.
Calculate Return for Each Sub-Period: Calculate the return for each sub-period with the following formula:
Return = (Ending Value – Beginning Value)/ (Beginning Value)
Compounded Sub-Period Returns: To calculate the cumulative TWRR, multiply the returns from each sub-period.
TWRR = (1 + R1)*(1 + R2)*……….*(1 + Rn)- 1
The returns for each sub-period are denoted as (R1, R2, …….., Rn).
The Time-Weighted Rate of Return is a useful indicator for assessing the performance of investment portfolios, particularly when comparing different fund managers or strategies. By removing the influence of cash flows, TWRR gives a pure measure of an investment’s return, showing the success of the investment plan. Despite its complexities, the TWRR is critical for conducting fair and consistent performance analysis in the investing business.