FAQ
143 straight answers on SIPs, returns, tax, inflation, goals and withdrawals.
A Systematic Investment Plan invests a fixed amount in a mutual fund at regular intervals, usually monthly. It automates investing and averages your purchase price over time.
No — a SIP is a method of investing, not an investment itself. You're investing in an underlying mutual fund through the SIP; the fund's performance determines your returns.
Yes. Many funds allow SIPs from ₹500 or even ₹100 a month, so you can start small and increase over time.
Most commonly monthly, but funds also offer weekly, fortnightly, quarterly and other frequencies.
Yes, SIPs are flexible — you can pause, stop, increase or decrease them. Stopping during a market fall, however, is usually the costliest time to do so.
Because your fixed rupee amount buys more units when prices are low and fewer when high, your average purchase price is smoothed over time. That's rupee-cost averaging.
No. SIP returns depend entirely on the underlying fund, which is market-linked and can rise or fall.
Usually nothing serious — the instalment is skipped if funds are unavailable. Repeated misses may cause the bank mandate to lapse, which you'd need to reactivate.
By compounding each instalment at the expected monthly rate for the time it stays invested, then summing. We iterate month by month so step-ups compound correctly.
We use the geometric monthly rate (1+r)^(1/12)−1, not the simpler r/12 that overstates returns. Our figure is the mathematically correct one for a stated annual return.
Equity funds have historically returned roughly 10–12% over long periods, but past performance doesn't guarantee future results. Use a conservative assumption and check the real, post-tax figure.
Compound annual growth rate — the smoothed annual return of a single investment over a period. It doesn't fit multi-cashflow SIPs well; XIRR is the right metric there.
The annualised return that accounts for the timing and size of every cashflow. It's the honest return measure for irregular SIPs with top-ups, skips and withdrawals.
Absolute return ignores timing entirely; XIRR weights each cashflow by how long it was invested. For SIPs, XIRR is far more accurate.
A SIP where you increase the contribution at a set rate, usually annually, to keep pace with rising income. It can substantially increase your final corpus.
Yes. Because the extra amounts compound for years, even a 10% annual step-up can produce a meaningfully larger corpus than a flat SIP with the same starting amount.
Gains on units held over 12 months are long-term, taxed at 12.5% above a ₹1.25 lakh annual exemption (2024-25 regime). Units held 12 months or less are short-term and taxed at a higher rate.
Effectively yes — each instalment has its own purchase date and holding-period clock, so a redemption is usually a blend of long-term and short-term units.
The first ₹1.25 lakh of long-term equity gains in a financial year is exempt from LTCG tax. It resets each financial year.
Yes, debt fund taxation differs from equity and has changed in recent years. The calculators here default to equity treatment; check current rules for debt funds.
Because tax is real money. The post-tax corpus is what you actually keep, and it can be lakhs lower than the headline figure for large gains.
Yes. Our calculators apply the 12.5% LTCG model and show the tax deducted as its own line, which most calculators don't.
Deliberately realising long-term gains up to the annual exemption each year to reset your cost basis tax-free. Discuss specifics with a tax adviser.
Your future corpus expressed in today's purchasing power, after discounting for inflation. It tells you what the money will actually buy.
6% is a common general-inflation assumption for India. For education goals, 8–10% is often more realistic because education costs rise faster.
Inflation compounds. At 6%, prices roughly double every 12 years, so a corpus decades away is worth a fraction of its nominal value in today's terms.
Real terms, for goals — otherwise you'll under-save. Set goals in today's money and let the tool inflate them to the true future cost.
It depends on your horizon and return assumption. Our goal solver back-calculates the monthly SIP needed for ₹1 crore after tax — try the ₹1 crore goal page.
Estimate the future cost (education inflation runs high), set it as a today's-money target, and let the goal solver compute the SIP. See the child-education goal page.
Target a corpus over a long horizon with the goal solver, then use the SWP calculator to see how long that corpus lasts in retirement.
Equity SIPs suit horizons of five years or more. For goals under three years, lower-volatility instruments are usually safer because you can't ride out a downturn.
A few well-chosen funds are fine; beyond that, overlap dilutes any benefit and adds complexity. Quality and consistency matter more than quantity.
Delaying even months can cost a surprising amount of final corpus because you lose compounding time. The delay-cost calculator quantifies it for your inputs.
A Systematic Withdrawal Plan — the reverse of a SIP. You withdraw a fixed amount at regular intervals from a corpus, often in retirement.
It depends on the corpus, withdrawal amount, returns and whether withdrawals rise with inflation. The SWP calculator models all of these.
Each withdrawal redeems units and can attract capital gains tax depending on holding period. Long-held units get the lower LTCG treatment.
If the SWP funds living costs, yes — a fixed withdrawal loses purchasing power over time. The SWP calculator can model inflation-rising withdrawals.
No. This site sells nothing and has no demat account to open. That's deliberate — it means we have no incentive to flatter the numbers.
No. All calculations run in your browser; your inputs are never sent to our servers.
Yes — the SIP, goal and XIRR calculators offer a PDF export of your inputs and results.
No. Everything here is educational and based on the assumptions you enter. Consult a SEBI-registered adviser before investing.
The maths is accurate for the assumptions you enter, but real returns vary with the market. Projections are estimates, not predictions.
Because the single nominal figure most calculators show is the least useful one. Post-tax and real value tell you what you actually keep and what it's worth.
At an assumed 12% annual return, reaching Rs 1 crore in 10 years needs roughly Rs 45,000 a month. A higher return lowers it; a step-up SIP lets you start lower and increase yearly. Use the goal calculator to solve for your exact figure, and remember returns aren't guaranteed.
Our goal solver back-solves the monthly SIP for a Rs 1 crore target over any horizon, after tax. As a guide, 10 years needs about Rs 45,000/month and 15 years about Rs 20,000/month at 12%. Try the goal calculator for your own timeline.
Five years is a short horizon, so the monthly amount is large: roughly Rs 62,000 a month at an assumed 12%. Because equity is volatile over short periods, a 5-year equity goal carries real risk of falling short — the goal calculator shows the figure and you should treat short-horizon equity targets cautiously.
Rs 10,000 a month for 20 years at an assumed 12% grows to about Rs 91 lakh (nominal). After 12.5% LTCG and adjusting for inflation it's worth considerably less in today's money — the SIP calculator shows all three figures.
At an assumed 12%, a Rs 5 crore target in 15 years needs roughly Rs 1.06 lakh a month. A step-up SIP can start lower. This is a large commitment; the goal calculator lets you test different returns and step-ups, and no return is guaranteed.
Rs 5,000 a month for 10 years at an assumed 12% comes to about Rs 11.1 lakh (nominal), against Rs 6 lakh invested. The SIP calculator also shows the post-tax and inflation-adjusted value.
It depends on the horizon. Rs 1,000 a month at 12% is roughly Rs 2.3 lakh over 10 years and about Rs 5 lakh over 15 years (nominal). Try the micro-SIP tool, which is built for small amounts and shows daily-equivalent framing.
Over 15 years at an assumed 12% it's about Rs 42,000 a month; over 20 years roughly Rs 20,000. The longer the horizon, the smaller the monthly amount, because compounding does more of the work. Use the goal calculator for your timeline.
Rs 2,000 a month for 20 years at an assumed 12% grows to about Rs 18.2 lakh (nominal) on Rs 4.8 lakh invested. The SIP calculator shows the post-tax and real-value figures too.
Rs 15,000 a month for 15 years at an assumed 12% is roughly Rs 70.7 lakh (nominal). After tax and inflation the real worth is lower — all three are shown in the SIP calculator.
At an assumed 12%, a Rs 10 crore target in 20 years needs roughly Rs 1.1 lakh a month flat — less if you use a step-up SIP that rises each year. The goal calculator solves for both paths.
Rs 500 a month for 15 years at an assumed 12% is about Rs 2.36 lakh (nominal) on Rs 90,000 invested — more than double. The micro-SIP tool shows this with the honest inflation-adjusted value alongside.
Enter Rs 20 lakh as your goal and your timeline in the goal calculator; it back-solves the monthly SIP after tax. As a rough guide at 12%, that's about Rs 8,700/month over 10 years or Rs 4,000/month over 15 years.
About Rs 14.1 lakh (nominal) at an assumed 12% return, on Rs 5.4 lakh invested. The SIP calculator also shows what that's worth after tax and after inflation.
Rs 25,000 a month for 10 years at an assumed 12% is roughly Rs 55.5 lakh (nominal). See the post-tax and real figures in the SIP calculator.
Honestly, 'safely' and '1 crore in 5 years' rarely go together. To reach Rs 1 crore in 5 years at 12% you'd need around Rs 1.2 lakh a month, and equity over just 5 years is volatile — not safe. Safer instruments (FD, debt) return less, so they'd need an even larger monthly amount. A longer horizon is the real way to make a large goal achievable.
Over 30 years compounding is dramatic: even modest monthly amounts grow into large corpuses. The SIP calculator handles horizons up to 40 years and shows nominal, post-tax and inflation-adjusted values — the last matters a lot over 30 years.
Rs 100 a day is about Rs 3,000 a month. Most funds work on monthly SIPs, so enter Rs 3,000/month in the calculator. Over 20 years at 12% that's roughly Rs 27 lakh (nominal). The micro-SIP tool frames small amounts in daily terms.
Rs 50,000 a month for 15 years at an assumed 12% is about Rs 2.36 crore (nominal). The SIP calculator shows the post-tax and real-value figures, and the pension panel shows what monthly income such a corpus could sustain.
Three years is very short for equity. At an assumed 12% you'd need roughly Rs 23,000 a month, but over 3 years equity can easily be negative — for a goal this near, lower-risk options are worth considering even though they need a larger monthly amount.
The calculators let you set any return rate, including 15%. But be cautious: 15% sustained over 25 years is optimistic — long-run Indian equity has more often been in the low double digits. Use a conservative, historically-grounded assumption rather than the highest rate you can imagine.
That depends on your target corpus and years left. FIRE planning means picking the corpus that sustains your expenses, then back-solving the SIP — and the corpus must be large because it has to last decades. The life-goal planner has a FIRE preset that links to the pension view so you can see the income a corpus actually produces.
Use the life-goal planner's education preset: it inflates the cost to its future value (education inflates fast, often ~10%) and back-solves the SIP after tax. Roughly, Rs 25 lakh in today's terms in 15 years needs a meaningfully higher nominal target, which the tool handles for you.
Rs 500 a month for 20 years at an assumed 12% is about Rs 5 lakh (nominal) on Rs 1.2 lakh invested. The micro-SIP tool shows this with the inflation-adjusted value, which is the honest figure for such a long horizon.
Four years is short, so the monthly amount is large — and wedding costs inflate fast (gold, venues). The life-goal planner's wedding preset inflates the Rs 15 lakh to its future cost and solves the SIP; for a 4-year horizon, consider lower-risk instruments alongside equity since markets can dip in that window.
A step-up (or top-up) SIP increases your monthly contribution by a set percentage each year, usually to match rising income. The step-up calculator shows how a flat SIP compares to a 5%, 10% or 15% annual step-up — the stepped version reaches the same goal from a lower starting amount.
It compounds each year's higher contribution correctly: the amount rises at the step-up rate annually, and each instalment grows for its remaining time. Our step-up page shows the flat-vs-stepped difference side by side.
A SIP invests a fixed amount monthly; a lumpsum invests one amount once. For the same total money, lumpsum usually wins because it's exposed to growth longer — but a SIP suits regular income and reduces timing risk. See the SIP-vs-lumpsum and lumpsum-vs-STP pages.
That's a 10% step-up SIP. Set the step-up to 10% on the step-up calculator to see how much extra corpus it builds versus a flat SIP — usually a substantial difference, since the higher contributions still compound for years.
Once your SIP builds a corpus, a Systematic Withdrawal Plan (SWP) draws a monthly income from it. The SWP calculator and the pension panel on the SIP page show two honest figures: a 'preserve principal' withdrawal that lasts indefinitely, and a higher 'spend it down' figure over a chosen retirement length.
Yes — the SIP-vs-lumpsum page compares both on one screen, and the lumpsum-vs-STP page models deploying a lump sum gradually. You don't need to open separate tabs and compare in your head.
An SWP lets you withdraw a fixed amount regularly while the remaining corpus stays invested. Our SWP tool shows how long a corpus lasts at a given withdrawal, and honestly flags that a withdrawal which lasts forever is lower than most people expect — usually 3-5% a year, not 6-8%.
Each year the monthly amount rises 5%, and every instalment compounds for its remaining months. Rather than do it by hand, set 5% on the step-up calculator — it shows the resulting corpus and how it compares to flat and higher step-ups.
Over long horizons the difference between weekly and monthly SIPs is tiny — frequency matters far less than amount, return and time. Monthly is simpler and what most calculators (including ours) use. Don't over-optimise frequency.
Daily SIPs exist but add little over monthly ones for long-term goals; the extra frequency barely changes the outcome. Enter the monthly equivalent in our calculator. Inside the fund, returns accrue continuously via NAV, but your contribution timing has minor effect over years.
Our step-up tools support 5/10/15% presets plus a custom rate. A full year-by-year custom matrix (different step-up each year) is more than most investors need; matching the step-up to expected salary growth is the practical approach.
A 'perpetual' SIP has no fixed end date — it continues until you stop it, rather than ending after a set number of instalments. For planning, just pick a horizon in the calculator; you can always continue or stop the actual SIP later.
A quarterly SIP invests every three months instead of monthly. Over long horizons the difference versus monthly is small. Our calculator uses correct geometric monthly compounding; for a quarterly plan, the broad outcome is similar for the same annual total.
Any equity fund's future return is uncertain, so rather than assume a multi-cap-specific number, use a grounded historical return assumption for broad-market indices in the SIP calculator. Past performance doesn't guarantee future results.
'Smart' or market-timing SIPs claim to invest more when markets are low. Evidence that timing reliably beats a disciplined regular SIP is weak. Our tools assume a steady SIP, which is what most investors should focus on; treat market-timing claims with caution.
The future value of a SIP is the sum of each instalment compounded for its remaining time: FV = P x [((1+i)^n - 1) / i] x (1+i), where P is the monthly amount, i the monthly rate and n the number of months. The key subtlety is i — it should be the geometric monthly rate (1+annual)^(1/12)-1, not annual/12, which many calculators get slightly wrong. Ours uses the correct geometric rate.
Each instalment earns returns, and those returns earn returns too. Because instalments arrive monthly, each one compounds for a different length of time — the earliest for the full term, the latest for barely any. Summing all of them gives the maturity value.
Mutual fund value updates daily via NAV, but for SIP projections the standard approach is monthly compounding aligned to your monthly instalment. Our calculator compounds monthly using the correct geometric rate.
In Excel: =FV(rate, nper, -pmt, 0, 1) where rate is the monthly rate, nper the number of months, pmt the monthly SIP, and the trailing 1 means contributions at the start of each period. Use the geometric monthly rate, (1+annual)^(1/12)-1, for accuracy.
Absolute return is simply (final - invested) / invested, ignoring time. CAGR annualizes growth: (final/invested)^(1/years) - 1. For SIPs, where money goes in at different times, XIRR is more accurate than a simple CAGR because it weights each cash flow by when it occurred.
Two reasons: equity SIPs assume a higher (but uncertain) return than an FD's fixed rate, and FDs compound on a single deposit while SIPs compound many staggered instalments. An FD return is guaranteed; a SIP return is not — that's the trade-off.
XIRR finds the single annual rate that makes the present value of all your cash flows (each dated instalment as negative, the final value as positive) equal zero. It's solved iteratively, so it's impractical by hand — use Excel's XIRR function or our XIRR calculator, which handles irregular dated cash flows.
FV = P x [((1+i)^n - 1) / i] x (1+i) for contributions at the start of each month, where P is the instalment, i the monthly rate, n the number of months. The (1+i) factor reflects start-of-period investing.
Because instalments span the three years, use XIRR rather than a simple CAGR: it accounts for each contribution's date. Our XIRR calculator does this from a list of dated cash flows and your final value.
A fund's NAV reflects underlying assets daily, so growth is effectively continuous. For SIP planning we model monthly compounding aligned to instalments, which is the standard and is accurate enough; the difference from daily is negligible over long horizons.
It means your invested cash flows earned an annualized 20% return, accounting for when each instalment went in. XIRR is the right metric for SIPs because contributions are spread over time. A 20% XIRR is high — historically strong, and not something to assume will continue.
Because SIP money is invested at many different times, a single CAGR (which assumes one lump invested at the start) overstates or distorts the real rate. XIRR weights each dated cash flow correctly, giving the true annualized return on staggered investments.
Not directly — they measure different things. CAGR assumes a single investment compounding over the period; XIRR accounts for multiple dated cash flows. For a one-time lumpsum with no other flows, XIRR and CAGR coincide; for a SIP they differ.
They're not directly comparable, so 'better' depends on context. For comparing SIP investments with staggered cash flows, a higher XIRR is better. Comparing a SIP's XIRR to a lumpsum's CAGR isn't apples-to-apples — match the metric to the cash-flow pattern.
Compute the annualized return for every window of a chosen length across the NAV history — e.g. for 3-year rolling returns, take each date's NAV and the NAV three years later, find the CAGR, and repeat for every start date. Sorting all those windows shows the best, worst and median outcome, which is more honest than a single point-to-point figure.
Yes. Gains on equity mutual funds are taxed: long-term capital gains (units held over 12 months) at 12.5% on gains above Rs 1.25 lakh per financial year, and short-term gains (under 12 months) at 20%. Each SIP instalment has its own holding-period clock. Our calculators show the post-tax figure, not just the gross.
Take your total long-term gain, subtract the Rs 1.25 lakh annual exemption, and apply 12.5% to the rest. Our SIP calculator does this automatically and shows the net in-hand figure. Note the real calculation depends on which instalments are long-term and which financial year you redeem in.
Since the 2024 budget, equity LTCG is a flat 12.5% (above the Rs 1.25 lakh annual exemption) and STCG is 20%. Our tools apply these post-2024 rules by default — most calculators still show only gross, pre-tax figures.
Every calculator here shows the inflation-adjusted 'real' value alongside the nominal figure, because Rs 1 crore in 20 years won't buy what Rs 1 crore buys today. You set the assumed inflation rate; the default is 6%.
If the entire Rs 1 crore were long-term gain, tax would be roughly 12.5% of (1 crore minus the Rs 1.25 lakh exemption) — about Rs 12.3 lakh — but the real figure depends on your cost basis, holding periods, and the financial years of redemption. Treat any single number as a close estimate, not a tax filing.
Most don't, and it matters — a 1% expense ratio meaningfully reduces long-term returns. If your fund charges 1%, set your assumed return about 1% lower to approximate the net-of-fees outcome. Always plan with a realistic, fee-aware return.
It's your maturity value minus capital gains tax — what actually reaches your bank account. Our SIP calculator shows this 'Net In-Hand' figure prominently, because the gross number most tools display overstates what you keep.
Many equity funds charge an exit load (often around 1%) if you redeem within a year of investing. Because each SIP instalment has its own date, early redemptions can trigger exit loads on the most recent units. Check your specific fund's exit-load terms.
Common legitimate approaches: use the Rs 1.25 lakh annual LTCG exemption by harvesting gains each year, hold units over 12 months to get the lower LTCG rate instead of 20% STCG, and consider ELSS funds for a Section 80C deduction. This is general information, not tax advice — consult a professional.
Yes — the 12.5% LTCG rate applies to long-term equity gains realised after the rule took effect, regardless of when the SIP started. What matters is the holding period of the units and when you redeem, not when you began investing.
Capital gains on mutual funds are taxed separately from salary income: equity LTCG at 12.5% above Rs 1.25 lakh, STCG at 20%. Our SIP calculator's post-tax figure applies the LTCG rule; for a full redemption across multiple years, a tax professional can compute the exact liability.
The straightforward way is to hold units for more than 12 months so gains qualify as long-term (12.5%) rather than short-term (20%). Since each SIP instalment is dated separately, redeeming oldest-first generally maximises long-term treatment. This is general info, not advice.
Per person (per PAN), per financial year — not per fund. The Rs 1.25 lakh exemption is a single annual allowance covering your total equity LTCG across all funds, not a separate exemption for each scheme.
ELSS funds offer a Section 80C deduction (up to Rs 1.5 lakh/year) and have a 3-year lock-in per instalment. You can model an ELSS SIP in our standard calculator for growth; the tax saving is the 80C deduction on contributions, separate from the LTCG treatment on gains.
For NRIs, mutual fund gains are subject to TDS at source — rates differ for equity vs debt and short vs long term, and DTAA treaties may apply. This is specialised; an NRI should consult a tax advisor, as our calculators assume resident taxation.
An RD gives a fixed, guaranteed return (typically lower) with no market risk; an equity SIP offers higher potential returns but with volatility and no guarantee. For short horizons or capital safety, RD; for long-term growth and if you can tolerate ups and downs, a SIP has historically done better. Neither is universally 'better' — it depends on your horizon and risk tolerance.
PPF is government-backed, tax-free on maturity, with a fixed rate (revised quarterly) and a 15-year lock-in — very safe but moderate. An equity SIP can return more over the long run but isn't guaranteed and is taxed. Many investors use both: PPF for the safe core, SIP for growth.
No — an FD is safer in the sense of capital protection and a guaranteed rate. A SIP carries market risk and can fall in value, especially short-term. The trade-off is that the SIP has historically delivered higher long-term returns. 'Safer' depends on whether you mean capital safety (FD) or beating inflation over decades (SIP has done better).
Post office RD offers a fixed, government-backed rate with no risk. An equity SIP has historically returned more over long periods but with volatility and no guarantee. Use the RD for certainty and short horizons; consider a SIP for long-term goals if you can stomach fluctuations.
Over long periods equity SIPs have generally compounded faster than gold, and physical gold loses 8-25% to making charges. But gold can outperform in some stretches and adds diversification. Sovereign Gold Bonds beat physical gold (no making charge, plus 2.5% interest). See our SIP-vs-gold-vs-SGB page for an honest, adjustable comparison.
SSY is government-backed, tax-free, with an attractive fixed rate but a long lock-in and only for a girl child's account. An equity SIP is flexible and potentially higher-returning but not guaranteed. A common approach is SSY for the safe, tax-free base and a SIP on top for growth.
NSC gives a fixed, government-backed return with a 5-year term and is very safe. An equity SIP can return more over longer horizons but carries risk. For a 5-year safe goal, NSC; for long-term wealth building, a SIP has historically done better.
If your expected SIP return exceeds your home-loan interest rate, investing alongside paying the EMI can build more wealth than prepaying the loan — but prepaying is a guaranteed 'return' equal to the loan rate, with no risk. It comes down to the rate gap and your risk tolerance; both are reasonable.
NPS is retirement-focused with tax benefits, low cost, and partial equity exposure, but has withdrawal restrictions and a mandatory annuity portion. A SIP is fully flexible and liquid. For early retirement (FIRE), the SIP's flexibility matters since NPS largely locks until 60; many use NPS for tax-efficient long-term savings and SIPs for accessible corpus.
Equity has historically outpaced gold over long periods, but SGBs are the best gold vehicle — they track the gold price and add 2.5% annual interest with tax advantages if held to maturity. Our SIP-vs-gold page compares equity, physical gold and SGB on the same money, and lets you set the return assumptions yourself.
Generally yes — SIPs are flexible. Most fund houses let you pause (typically 1-3 months) or stop a SIP without a penalty from the fund, though stopping early may mean recent units face an exit load if redeemed within a year. There's no fund penalty for simply not continuing. Check your specific platform's process.
Nothing drastic — the fund doesn't penalise you, and the SIP continues with the next instalment. Your bank may charge a small fee for the failed auto-debit (a bounce charge). The bigger cost is the lost compounding on that missed amount — our missed-SIP page shows how much one skipped instalment can cost over time.
Usually yes, through your fund platform or distributor, though it may require cancelling and re-registering the mandate, which takes a few working days. The exact steps depend on your platform — check its SIP-management section.
Pausing a SIP through the proper channel doesn't trigger a bank penalty. However, if an auto-debit is attempted and fails due to insufficient funds, the bank may levy a bounce/return charge. Pausing officially avoids that.
You can either register a step-up instruction (automatic annual increase) or start an additional SIP in the same fund for the extra amount; some platforms also allow modifying the existing SIP. A step-up is the cleanest way to raise contributions over time — see our step-up calculator.
Place a redemption request through your platform for the units you want to sell; proceeds usually reach your bank in 2-4 working days for equity funds. Consider tax (hold over 12 months for lower LTCG) and any exit load on recent units. For regular income, an SWP automates withdrawals.
There's no universal minimum — some platforms allow as few as 6 instalments, others 12. But SIPs are designed for the long term; equity SIPs under 3-5 years carry real risk of loss. The minimum that's sensible is far longer than the minimum that's allowed.
You can't 'convert' in place, but you can stop the regular-plan SIP and start a fresh SIP in the direct plan of the same fund (direct plans have lower expense ratios, so higher net returns). Note that switching may be treated as a redemption-and-repurchase with tax implications.
For equity funds, redemption proceeds typically reach your bank account in about 2-4 working days after the request; liquid and debt funds are often faster. Timelines depend on the fund and your platform.
Yes — the One-Time Mandate (OTM) that authorises auto-debit can be modified or a new one registered, though it takes a few working days to activate. This is handled through your fund platform or bank.
Many funds now allow SIPs from as little as Rs 100-500 a month, making investing accessible to almost everyone. Our micro-SIP tool is built specifically for these small amounts and shows how they grow over time.
Yes — mutual fund SIPs carry market risk, and the value can fall below what you invested, especially over short periods. There's no capital guarantee. Over long horizons equity has historically recovered and grown, but past performance doesn't guarantee it. Only invest money you can leave for the long term.
The auto-debit mechanism itself is regulated and widely used; SIPs operate under SEBI's mutual fund framework. 'Safe' in terms of process and regulation, yes — but that's separate from market risk, which always applies to the investment value. Use registered platforms and verify SEBI registration.
For long-term equity, a realistic assumption is often in the low-to-mid double digits (commonly 10-12%), not the 15%+ some tools default to. Rather than guess, lean on long-run historical averages for the relevant index and use a conservative estimate. No rate is guaranteed.
We don't endorse specific apps. Look for SEBI-registered platforms or established AMC/distributor apps, check reviews and security features, and confirm the entity is a registered intermediary. The safety of your investment depends far more on the funds you choose and your horizon than on the app.
Yes — many funds allow Rs 100-500 SIPs, and a student over 18 with basic KYC and a bank account can start one. Starting early is a huge advantage because of the extra years of compounding. Our micro-SIP tool shows what small, early amounts can become.
Your units are safe — they're held with the fund/registrar (like CAMS or KFintech), not the app. If a platform shuts down, you can access your holdings through the registrar or another platform using your folio details. The app is just an access channel, not the custodian of your money.
Yes — SIPs are a completely legal, SEBI-regulated way to invest in mutual funds. They're simply a method of investing fixed amounts at regular intervals into funds that operate under SEBI's regulatory framework.
Usually not. Mutual fund units can be held in a folio with the fund's registrar without a demat account. A demat is only needed for certain platforms or for holding units in demat form; most direct and regular mutual fund SIPs don't require one.
There's generally no upper age limit to start a SIP — anyone of legal age who completes KYC can begin. What matters more than age is horizon: an older investor planning a short horizon should weigh equity risk carefully, while a long horizon still suits a SIP at any starting age.