FD vs stock market returns
Park your money in a Fixed Deposit, or put it in the market. Which produces more, and what equity return would you need just to match the FD? Closed-form math on both sides, lot-aware equity tax in monthly mode, and the inflation deflator surfaced as a first-class output. No "stocks always win" copy. The tool reports what your assumptions produce.
Equity returns are assumptions, not guarantees. FD/RD has issuer risk, premature-withdrawal penalties, and deposit-insurance caps (FDIC, DICGC, etc.). Risk is not the same as zero. The calculator surfaces both with their own caveats and never pretends one is risk-free.
What if equity returns disappoint, or surprise to the upside?
Equity − FD difference, by FD rate × equity return
| Equity return → | |||||
|---|---|---|---|---|---|
| ↓ FD rate | 8.0% | 10.0% | 12.0% | 14.0% | 16.0% |
| 5.00% | +$869 | +$1,569 | +$2,323 | +$3,133 | +$4,001 |
| 6.00% | +$545 | +$1,245 | +$1,999 | +$2,809 | +$3,677 |
| 7.00% | +$205 | +$906 | +$1,659 | +$2,469 | +$3,338 |
| 8.00% | $-151 | +$550 | +$1,304 | +$2,113 | +$2,982 |
| 9.00% | $-524 | +$177 | +$931 | +$1,740 | +$2,609 |
- fdEffectiveAnnual = 7.1859% (from 7% nominal, quarterly)
- equityEffectiveAnnual = 11.8000% (base 12% − fee 0.2%)
- fdGross = amount × (1 + ratePerPeriod)^(n×years) = 7073.89
- equityGross = amount × (1 + 11.8000%)^5 = 8733.31
- inflationDeflator = (1 + 4%)^5 = 1.2167
- breakEvenEquityReturn = (fdGross / amount)^(1/years) − 1 = 7.1859%
Rate normalization, lot-aware equity tax, inflation deflator, scenarios, sensitivity. All reachable as a stateless REST endpoint and as MCP tools.
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