Child Education Planner
Find the monthly SIP that pays every school and college fee on time: stepping up each year, stopping when you choose, and moving to a safer portfolio after.
Your child
Your investment
Education costs
School (K–12)
College
Monthly investment needed
$20,714/month
Rising each year to $32,134/month by year 10, then the SIP stops.
Total invested
$3,126,398
Peak corpus
$4,903,310
at age 16
Total school fees
$3,158,364
Total college fees
$5,401,953
All fees at today's prices
$2,500,000
All fees you will actually pay
$8,560,317
Added by education inflation
$6,060,317
Returns earned
$5,433,920
Left after the last fee
$0
Or invest one lumpsum today
$1,749,115
A one-time amount (on top of existing savings) that would pay every fee with no SIP, at the same returns.
Education Time Machine
Press play or drag the slider to watch your SIP fill the education fund, then pay out school and college fees, year by year.
Today
$0
Invested
$0
School paid
$0
College paid
$0
The plan: invest $20,714/month, raising it 5% every year for 10 years, to pay $8,560,317 of school and college fees on time. Press play to watch it unfold.
Corpus & Fee Timeline
Click a year on the chart or a row in the table to jump the Time Machine there.
Year-by-Year Projection
| Year | Age | Corpus | Investment | School fee | College fee | End corpus |
|---|---|---|---|---|---|---|
| 1 | 0 | $0 | $248,563$20,714/mo | — | — | $265,327 |
| 2 | 1 | $265,327 | $260,991$21,749/mo | — | — | $577,570 |
| 3 | 2 | $577,570 | $274,041$22,837/mo | — | — | $943,344 |
| 4 | 3 | $943,344 | $287,743$23,979/mo | — | — | $1,370,133 |
| 5 | 4 | $1,370,133 | $302,130$25,177/mo | — | — | $1,866,407 |
| 6 | 5School starts | $1,866,407 | $317,236$26,436/mo | $146,933 | — | $2,276,178 |
| 7 | 6 | $2,276,178 | $333,098$27,758/mo | $158,687 | — | $2,741,605 |
| 8 | 7 | $2,741,605 | $349,753$29,146/mo | $171,382 | — | $3,269,533 |
| 9 | 8 | $3,269,533 | $367,241$30,603/mo | $185,093 | — | $3,867,633 |
| 10 | 9 | $3,867,633 | $385,603$32,134/mo | $199,900 | — | $4,544,502 |
| 11 | 10SIP stopped | $4,544,502 | — | $215,892 | — | $4,641,525 |
| 12 | 11 | $4,641,525 | — | $233,164 | — | $4,727,042 |
| 13 | 12 | $4,727,042 | — | $251,817 | — | $4,798,739 |
| 14 | 13 | $4,798,739 | — | $271,962 | — | $4,854,018 |
| 15 | 14 | $4,854,018 | — | $293,719 | — | $4,889,963 |
| 16 | 15 | $4,889,963 | — | $317,217 | — | $4,903,310 |
| 17 | 16 | $4,903,310 | — | $342,594 | — | $4,890,410 |
| 18 | 17 | $4,890,410 | — | $370,002 | — | $4,847,189 |
| 19 | 18College starts | $4,847,189 | — | — | $1,198,806 | $3,912,125 |
| 20 | 19 | $3,912,125 | — | — | $1,294,710 | $2,806,628 |
| 21 | 20 | $2,806,628 | — | — | $1,398,287 | $1,510,150 |
| 22 | 21 | $1,510,150 | — | — | $1,510,150 | $0 |
Planning for Your Child's Education
What is a child education planner?
A child's education is one of the largest and least flexible expenses a family faces. The bills arrive on fixed dates, year after year, and grow faster than most other costs. A child education planner turns that long stream of future fees into one number you can act on today: the monthly investment that will pay every fee on time.
Unlike a simple goal calculator that aims for a single target on a single date, this planner models fees as a series of payments spread across school and college. The fund is drawn down while it may still be growing, and in the early school years you may still be investing. That makes the answer more accurate than dividing one big total by the number of months left.
How to use this planner
- Enter your child's current age, or turn on "Child not born yet" and enter the years until birth.
- Add any savings you have already set aside for education.
- Choose how much you can raise your SIP each year and for how many years you will invest.
- Set the return you expect while investing, and a lower return for the safer portfolio you will switch to afterwards.
- Enter education inflation and, for school and college, today's average annual fee, the start age and the number of years.
- Read the monthly investment needed. If it is more than you can afford, turn on "I can invest only a fixed amount" to see how far your budget goes.
- Use the Time Machine, chart and table to see every year: when school starts, when the SIP stops, when college starts, and whether the money ever runs short.
Worked example: funding school and college for a newborn
Take a base case of a newborn whose school fees start at age 5 and run for 13 years, followed by 4 years of college from age 18 at three times the yearly school fee (both amounts in today's money, shown in the first row). Fees rise 8% a year. The parents invest for 10 years, raising the SIP 5% a year, and earn 12% while investing and 7% after. The first row of the table below is that base case; each row after it changes just one thing. Every figure is calculated with the same formula this planner uses.
| Scenario | Starting monthly SIP | Total invested | Returns earned | Total fees paid |
|---|---|---|---|---|
| Newborn · school $100,000/yr · college $300,000/yr · 10-year SIP (base case) | $20,714 | $3,126,398 | $5,433,920 | $8,560,318 |
| Base case, but planning a year before birth | $20,648 | $3,116,452 | $6,128,691 | $9,245,143 |
| Base case, investing for 15 years instead of 10 | $13,668 | $3,539,151 | $5,021,167 | $8,560,318 |
| Base case with a flat SIP (no yearly step-up) | $24,846 | $2,981,550 | $5,578,768 | $8,560,318 |
| Base case at 10% instead of 12% while investing | $22,831 | $3,446,028 | $5,114,290 | $8,560,318 |
| Base case with 10% education inflation instead of 8% | $27,397 | $4,135,149 | $7,555,331 | $11,690,480 |
The fees you will actually pay add up to more than three times their total at today's prices. Education inflation is the single biggest force in the plan.
In the base case, returns pay for almost two-thirds of all fees. The parents contribute little more than a third themselves.
Starting a year before birth barely changes the monthly amount: the extra year of compounding is roughly cancelled by an extra year of fee inflation.
Investing for 15 years instead of 10 cuts the starting SIP by about a third, although the total invested rises because contributions run longer.
Without a step-up, the SIP has to start about a fifth higher. That is harder at the start of a career, even though the total invested ends up a little lower.
Earning 10% instead of 12% raises the SIP by about a tenth, while 10% education inflation raises it by roughly a third. Get the inflation assumption right before fine-tuning returns.
When this planner helps
- Before or soon after a child is born, to start the right SIP while time is on your side.
- When choosing between schools or boards with very different fees.
- When deciding whether to aim for college in India or abroad.
- When you receive a bonus or inheritance and want to know how much to set aside as a lumpsum.
- During a yearly review, to check whether your current SIP is still on track.
Factors that change the result
- Time before the first fee: the more years of compounding before fees start, the smaller the SIP.
- Education inflation: a two-point change can move the required SIP by a third.
- How long you invest: a longer SIP lowers the monthly amount but raises the total you put in.
- Step-up: raising the SIP each year lets you start lower and grow it with your income.
- Returns before and after the switch: the post-investment return matters more when college is far from the date the SIP stops.
- Existing savings: money already invested lowers the SIP more than the same sum added later.
School fees versus college fees
| Aspect | School | College |
|---|---|---|
| When it starts | Early (around age 3–6) | Late (around age 17–19) |
| Length | Long (12–14 years) | Short (3–6 years) |
| Yearly cost | Moderate, rising steadily | High, often several times a school year |
| Time to prepare | Little, as fees overlap with saving | A lot, but often after the SIP stops |
| Typical funding | Current income plus the SIP | Corpus built up over many years |
| Main risk | Fee hikes and extra activity costs | Course choice, going abroad, currency moves |
Common mistakes
- Using general inflation instead of education inflation, which understates future fees badly.
- Planning only for college and forgetting that school fees start years earlier.
- Staying fully in equities while fees are being paid, and being forced to sell after a crash.
- Assuming high returns to make the monthly number look affordable.
- Not revisiting the plan when the child's school or career choices change.
Tips for a stronger education plan
- Start as early as possible, even before birth. Time does more work than any return assumption.
- Link the step-up to your pay rises so the SIP grows without feeling heavier.
- Move money needed in the next two to three years out of equity gradually, not all at once.
- Keep the education fund separate from other goals so it isn't raided for something else.
- Test a higher inflation rate and a lower return to see how much safety margin you have.
- Use the fixed-budget toggle to find a realistic SIP, then close the gap with a lumpsum or a longer SIP.
Frequently Asked Questions
1How much should I invest every month for my child's education?
It depends on the fees, how soon they start, how long you invest and the returns you assume. Enter today's school and college fees, the ages they start at and your investing plan, and the planner solves for the exact starting SIP, then shows how it grows with each step-up. The worked example below shows how much each assumption moves the answer.
2Can I plan for a child who isn't born yet?
Yes. Turn on "Child not born yet" and enter the years until birth. The plan then starts today, marks the birth year, and counts the extra years of compounding before the first fee. Starting early barely changes the monthly amount, because fees keep inflating in the meantime, but it adds a year of breathing room.
3Why does the planner switch to a lower return after I stop investing?
Once fees are being paid out, a sharp market fall could force you to sell at the worst time. Most planners therefore move the corpus to a safer mix of debt funds or deposits as fees approach. The lower post-investment return shows the cost of that safety, so the plan stays realistic.
4What education inflation rate should I use?
Education costs usually rise faster than general prices. In India, school and college fees have often risen 8–12% a year, especially for private and professional courses. Studying abroad also brings currency risk. Use at least 8%, and test 10% to see how sensitive your plan is.
5What does "I can invest only a fixed amount" do?
It flips the question. Instead of solving for the required SIP, it runs your affordable monthly amount (still stepping up each year) through the same plan. It shows the share of fees covered, the age at which the money first runs short, the total left unpaid, and how much more a month would close the gap.
6How are fees and investments timed?
Each year's fee is paid at the start of that school year. It is taken from the fund before that year's twelve monthly SIP installments go in. The current year's fee is assumed already paid, so the plan covers fees from next year on. Fees rise by education inflation every year from today.
7Is a lumpsum better than a SIP for education planning?
A lumpsum invested today compounds for longer, so it needs less money in total. The planner shows the one-time amount that would cover every fee. Most parents don't have that much spare today, so a step-up SIP spreads the effort across their earning years. Existing savings plus a smaller SIP is a common middle path.
8Should school and college be planned separately?
They behave differently. School fees start early, run for many years and are smaller. College fees start later, are much larger, and arrive after your SIP may have stopped. This planner handles both in one fund so you see the combined cash flow. The chart and table still show each stage's fees separately.
9What happens to money left over at the end?
If you invest more than required, or returns beat your assumption, the fund keeps a balance after the last fee. That can go toward a postgraduate course, a first home deposit or your own retirement. The "Left after the last fee" figure shows it at your assumed rates.
10How often should I update the plan?
Review it once a year, and whenever school choices, fees or your income change. Enter the corpus you have built as existing savings, update the child's age and fees, and recalculate. Small course corrections each year are far easier than a big catch-up near college.
How the Numbers Are Calculated
The planner runs year by year from today until the last fee is paid. Your child is the current age in year 1, a year older in year 2, and so on; before birth, ages are negative. At the start of every year from year 2 onwards, that year's school and college fees are paid out of the fund. Then twelve monthly SIP installments go in at the start of each month while the SIP is running, and the fund compounds monthly.
Fees are inflated from today's prices by education inflation. The SIP steps up once a year. The fund earns your investing return while the SIP runs and your post-investment return afterwards. Because the fund's value is a straight-line (linear) function of the SIP, the existing savings and the fees, the required SIP is solved exactly rather than by trial and error. It is the smallest starting SIP that keeps the balance at or above zero right after every fee payment.
Fee in year y
Fee(y) = Fee(today) × (1 + Education inflation)^(y − 1)
Monthly SIP in year y
SIP(y) = P × (1 + Step-up)^(y − 1), paid for the first N years only
Monthly growth
Fund = (Fund + SIP) × (1 + r / 12) each month, with r = investing return while the SIP runs, post-investment return after
Required starting SIP
P = max over fee years of (F(y) − Savings × G(y)) / A(y), where A, G and F are the fund right after year y's fee for a SIP of 1, savings of 1 and the fees alone
Lumpsum alternative
L = max over fee years of F(y) / G(y), minus existing savings
- The current year's fee is assumed already paid; the plan covers fees from next year on.
- In fixed-budget mode, if the fund can't cover a fee, it pays what it can, the rest is recorded as unpaid, and the fund stays at zero until new money arrives.
- Returns earned = fees paid + money left over − total invested − existing savings.
- All figures assume constant returns and inflation. They are rounded only when displayed.
Disclaimer
SIPCafe's calculators and guides are for education and planning only and are not investment, tax or legal advice. Results are estimates based on the assumptions you enter; actual returns vary and are not guaranteed. Consider speaking with a qualified financial adviser before making investment decisions.
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