INVEST WITH A CLEARER PICTURE

Investment Lab.

One-time capital, recurring investments, and the decisions behind your future wealth.

Net projected value₹54,36,282.34View your analysis ↓
YOUR ASSUMPTIONS, MADE VISIBLE

Net projected value

₹54,36,282.34After your illustrative exit deductions

Contributed capital

₹26,89,427.63Initial capital + recurring contributions

Net investment gain

₹27,46,854.71Net value less contributed capital

In today’s purchasing power

₹26,14,944.76Discounted by 5% inflation

Your wealth over time

Portfolio before exit deductionsCumulative contributions
₹0₹27.2L₹54.4LStartYear 15

The curve shows a constant-return scenario before terminal exit deductions. It is not a forecast of market fluctuations.

TURN A TARGET INTO A PLAN

Your goal needs more funding

Target at goal date₹1,03,94,640.9
Projected funding gap₹49,58,358.56
Required starting monthly amount₹19,820.84

Solved using the same step-up, cap, pause, timing, fees, and exit assumptions. This starting amount may increase each year.

What the headline leaves out

Money-weighted annual return9.45%

Accounts for when each contribution enters and all terminal deductions. Equal-month IRR; use actual-date XIRR for realized cash flows.

Annual net growth assumption9.45%

Equivalent annual growth before additional fees: 10.00%. Net of recurring fees, before exit deductions. Real annual growth: 4.24%.

Wealth lost to recurring fees₹2,44,254.21

Includes ₹1,53,087.94 of modeled fees plus their lost compounding. Compared with the same plan without recurring fees.

Final monthly contribution₹19,799.32

Check whether the future step-up is affordable. A pause in the final month can make this zero.

The time needed to double

After recurring fees, before exit deductions7.7 years
After expenses and inflation16.7 years

Constant growth estimates for existing capital, without new contributions or terminal taxes and charges. These are not waiting-time forecasts. For competing deadlines, use Goal Planning ↗.

Compare your decisions

Pin a baseline, then adjust assumptions. Comparisons persist while this page stays open.