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Study Abroad Cost Calculator

A foreign degree is priced in another currency, so its rupee cost rises with fees abroad and with any fall in the rupee. Enter yearly tuition and living costs in the foreign currency, today's exchange rate and when the course starts, and the calculator shows the rupee cost of each year and the SIP that funds the whole course.

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Calculator and results

A 2-year course costing USD 45,000 a year today (₹42,62,153 at ₹94.7145 per USD) could cost ₹1,24,50,989 in all if it starts in 5 years, at 4% cost inflation abroad and an assumed 3% yearly fall in the rupee. At an assumed 10% return that takes a monthly SIP of ₹1,38,834, or ₹67,31,084 invested once today.

Only a label: the maths is the same for any currency.

At today's fees.

Rent, food, travel, health insurance, books.

yrs
yrs
%

An assumption, in the foreign currency.

₹

FBIL reference rate shown on rbi.org.in at 1 pm, 21 October 2026. Replace it with today's rate; banks add a margin.

%

An assumption, not a forecast. Try 0% to see the effect.

%

An assumption, not a promise.

₹

Required monthly SIP

₹1,38,834

for 5 years

Total course cost in rupees

₹1,24,50,989

USD 1,11,689

First year in rupees

₹60,11,486

at ₹109.8001 per USD

One year today

₹42,62,153

USD 45,000

Or a lumpsum today

₹67,31,084

one-time, on top of savings

Savings at the start

₹16,10,510

grown at 10%

Cost of each course year
Course yearUSDRate (₹)Rupees
154,749109.8001₹60,11,486
256,939113.0941₹64,39,503

The target funds the whole course by the day it starts. An education loan can cover part of it instead; the education loan EMI calculator shows the EMI on the part you borrow.

SIP path to the start of the course
After 5 years: put in ₹93,30,040, education fund ₹1,24,50,999.₹0₹50 L₹1 Cr₹1.5 Cr012345
Year 5Put in ₹93.3 LGrowth ₹31.21 LEducation fund ₹1.25 Cr

Saved scenarios stay in this browser only. No sign-up.

Required monthly SIP

₹1,38,834

Course ₹1,24,50,989
What it is:
A savings planner for higher education abroad that converts foreign-currency costs into rupees.
What it calculates:
The rupee cost of each course year, the total for the course, and the monthly SIP or lumpsum today needed to fund it by the start date.

Key Assumptions

  • Costs abroad rise at a constant rate and the rupee falls at a constant assumed rate; neither is a forecast.
  • The whole course is funded by the start date; returns earned during the course are ignored.
  • Bank and card charges on foreign remittances, TCS on remittances, visa, travel and insurance costs are not included unless you add them to living costs.
  • SIP instalments are invested at the start of each month at the annual return divided by 12.

How does the Education Abroad Calculator work?

Enter one year's tuition and living costs in the foreign currency at today's prices. The currency you pick is only a label: the maths is the same for any currency.

Each year of the course is grown at the cost inflation abroad you enter, from today to the year it is paid. The first year is paid when the course starts, the second a year later, and so on.

Today's exchange rate is grown at the yearly rupee depreciation you assume, and each year's foreign cost is converted at the rate for that year. Currency moves cannot be predicted; the depreciation figure is an assumption to test, not a forecast.

The savings target is the total rupee cost of every course year, so the whole course is funded by the day it starts. That is cautious: money kept invested during the course would earn a little more.

Savings already set aside are grown at the expected return and subtracted, and the monthly SIP is solved with the same start-of-month convention as our SIP calculator and rounded up. An education loan can cover part of the cost instead; see the education loan EMI calculator.

Education Abroad Calculator formula

Rupee cost of year k = (T + L) x (1 + g)^(s + k) x X x (1 + d)^(s + k); Target = sum over k = 0 to c - 1

T, L
= tuition and living costs for one year today, in the foreign currency
g
= cost inflation abroad per year, as a decimal
s
= years until the course starts
c
= course length in years
X
= rupees per unit of the foreign currency today
d
= assumed yearly fall in the rupee, as a decimal

Required SIP = (Target - savings x (1 + r)^s) / ([((1 + i)^n - 1) / i] x (1 + i)), with i = r / 12 and n = s x 12.

Education Abroad Calculator: worked example

A 2-year course at USD 45,000 a year today, starting in 5 years, at ₹94.7145 per USD (RBI reference rate, 1 pm, 21 October 2026)

First year abroad (4% cost inflation)
USD 54,749
Rate then (3% a year assumed fall)
₹109.8001
First year in rupees
₹60,11,486
Whole course in rupees
₹1,24,50,989
Savings grown at 10%
₹16,10,510
Required monthly SIP
₹1,38,834

Education Abroad Calculator: frequently asked questions

Which exchange rate should I enter?
Enter the rate you would get today, in rupees for one unit of the foreign currency. The default for US dollars, pounds and euros is the FBIL reference rate shown on the RBI website at 1 pm, 21 October 2026; for other currencies, enter the current rate yourself. Banks and remittance services charge a margin over the reference rate.
Why assume the rupee will fall?
Over long periods the rupee has tended to lose value against major currencies, which raises the rupee cost of foreign fees. But it does not move in a straight line and can rise in some years. Treat the depreciation figure as a cautious assumption, and see what happens at zero.
What should living costs include?
Rent, food, local travel, health insurance, books and personal spending for a year. Add one-off costs such as visa fees and flights to the first year if you want them funded too.
Should I take an education loan instead?
Many students combine savings with a loan. A loan spreads the cost over years after graduation but adds interest. Use the education loan EMI calculator to see the EMI for the part you would borrow.
What return should I assume?
For a course ten or more years away, an equity-heavy SIP is common. As the start date gets closer, many families move the money to lower-risk funds or deposits, so a fall in markets just before the course does not leave them short.

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Reviewed by Pradipta Ray, MBA (Finance) · Updated