Impact on Corpus for 1% Difference in Return Calculator

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Net rate of return (annual) Corpus you will accumulate Percentage difference in corpus for 1% difference in return

This calculator demonstrates the power of compounding and how even a small difference in your annual return can significantly impact your final corpus over time. Here’s a breakdown of how it works:

Inputs:

Years you wish to invest: The duration for which you plan to invest your money.
Amount you can invest each month: The regular monthly contribution you will make towards your investment. ย 
Annual increase in monthly investment (%): The percentage by which you plan to increase your monthly investment each year (e.g., to account for salary increases). ย 
Net rate of return (annual): The expected annual return on your investment. This is where you’ll input two different rates to see the impact of a 1% difference.
Calculations:

The calculator uses a formula that takes into account:

Monthly compounding: It calculates the growth of your investment each month, considering the interest earned on the accumulated amount.
Increasing contributions: It factors in the annual increase in your monthly investment amount. ย 
Varying rates of return: It calculates the final corpus for both the initial rate of return and the rate of return that is 1% higher.
Outputs:

Corpus you will accumulate: The total amount you will have at the end of the investment period for each of the two rates of return.
Percentage difference in corpus for 1% difference in return: The percentage difference between the two corpus amounts, highlighting the impact of that 1% change in return. ย 
How it works in practice:

You input your investment details (years, monthly amount, increase percentage). ย 
You enter your expected rate of return.
The calculator computes the final corpus.
You then change the rate of return by +1%.
The calculator computes the new final corpus.
It then calculates the percentage difference between the two corpus amounts.
Key takeaway:

This calculator emphasizes the importance of striving for higher returns, even if the difference seems small. Over long periods, the power of compounding can magnify that 1% difference into a substantial amount.