Future Property Value Calculator

What your property could be worth later.

Your inputs

Your assumptions
%
years
% a year
Add a target value
shows the growth needed

Your result

Indicative
Value in 10 years
₹ 1,96,71,514

Up ₹ 96,71,514, 1.97 times today.

₹ 1,62,88,946
At 5.00%
₹ 2,36,73,637
At 9.00%
₹ 1,20,76,603
In today’s money
7.18%
Growth needed for target
Growth is your assumption, not a forecast. To reach ₹ 2,00,00,000 you need 7.18% a year.

Quick answer: Future value = value now × (1 + growth)^years. A ₹ 1 crore Bengaluru flat growing 7% a year would be worth ₹ 1,96,71,514 in 10 years, or ₹ 1,62,88,946 to ₹ 2,36,73,637 at 5% to 9%. With 5% inflation that is about ₹ 1,20,76,603 in today’s money. Growth is an assumption, not a forecast.

Step by step

Updates as you type
Compound growth on today’s value.
StepValue
Value now₹ 1,00,00,000
Yearly growth7.00%
Years10
(1 + growth)^years1.9672
Future value₹ 1,96,71,514
Inflation5.00%
Future value in today’s money₹ 1,20,76,603
Growth after inflation, a year1.90%

How do you use the future property value calculator?

  1. Enter what the property is worth today, the yearly growth you want to test and how many years ahead to look. Part years such as 2.5 work.
  2. Enter an inflation rate to see the future value in today’s money. Under “Add a target value” you can enter a price you hope to reach.
  3. Read the future value, a range at 2 points lower and higher growth, and the growth needed to hit your target.

How do you estimate a property’s future value?

Grow today’s value at a steady yearly rate: future value = value now × (1 + growth)^years. The hard part is the growth rate. It depends on the locality, the kind of property, new supply, infrastructure and interest rates, and it changes from year to year. That is why the calculator shows a range, and why the result is an estimate to plan with, not a forecast.

Inflation matters too. A flat that doubles in price over 10 years has gained less in real terms if everything else has also become 60% dearer. The calculator shows the future value in today’s money so you can see the real gain.

The formulas

1
Future valueValue now × (1 + growth)^years
2
RangeSame formula at growth − 2 and growth + 2 points
3
In today’s moneyFuture value ÷ (1 + inflation)^years
4
Growth needed(Target ÷ value now)^(1 ÷ years) − 1

Worked example: ₹ 1 crore flat, 7% a year, 10 years

1.07 to the power of 10 is about 1.967, so the flat would be worth ₹ 1,96,71,514. At 5% it would be ₹ 1,62,88,946, and at 9% ₹ 2,36,73,637. With 5% inflation, ₹ 1,96,71,514 buys what ₹ 1,20,76,603 buys today. To reach ₹ 2 crore in 10 years, the flat would need to grow 7.18% a year.

Worked example: a fall in value

Prices can fall. At −3% a year for 5 years, a ₹ 1 crore flat would be worth ₹ 85,87,340.

Future value of ₹ 1 crore at different growth rates

Value only, before costs and tax.
Growth5 years10 years15 years
4%₹ 1,21,66,529₹ 1,48,02,443₹ 1,80,09,435
6%₹ 1,33,82,256₹ 1,79,08,477₹ 2,39,65,582
8%₹ 1,46,93,281₹ 2,15,89,250₹ 3,17,21,691
10%₹ 1,61,05,100₹ 2,59,37,425₹ 4,17,72,482

What should you keep in mind?

Frequently asked questions

Multiply today’s value by one plus the yearly growth rate, raised to the number of years. A ₹ 1 crore flat growing 7% a year would be worth ₹ 1,96,71,514 in 10 years. At 5% or 9% it would be ₹ 1,62,88,946 or ₹ 2,36,73,637.

There is no single figure. Growth differs by locality and changes over time. Use what comparable homes nearby have actually sold for over several years, and test a range. The calculator shows 2 points either side of your figure for that reason.

Divide the future value by one plus inflation, raised to the number of years. At 7% growth and 5% inflation, ₹ 1,96,71,514 in 10 years is worth about ₹ 1,20,76,603 today, a real gain of 1.90% a year. The higher the inflation you assume, the smaller the real gain.

Divide the target by today’s value, raise it to one over the years and subtract one. To turn ₹ 1 crore into ₹ 2 crore in 10 years you need 7.18% a year. Enter your own target under “Add a target value”.

Yes. Prices can stay flat or fall for years in some localities. Enter a negative growth rate to see the effect: at −3% a year, a ₹ 1 crore flat would be worth ₹ 85,87,340 after 5 years. Holding costs continue while you wait for a recovery.

No. You will pay selling costs such as brokerage, and capital gains tax on the gain: 12.5% plus cess if held more than 24 months, or your slab rate if sold sooner. Deduct both from the future value to see what you keep. Please verify with your Chartered Accountant before acting.

Sources

Indicative only. Verify any tax effect with your Chartered Accountant before acting.

Buying a home in Bengaluru? Talk to an acre&key advisor.

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