T/06Tool
Goal planner
Pick a goal, a price in today's money, and a date. See how much to invest every month to get there, with inflation included.
Your goal
$368
Your $50,000 goal will cost about $67,196 in 10 years. Investing this much every month gets you there.
- $368
- $67.2K
- $44.1K
- $23.1K
The path to your goal
01Method
How this works.
First the goal is grown by inflation: goal × (1 + inflation)^years. Then the monthly amount is solved so that savings × (1 + r ÷ 12)^months plus every monthly deposit, grown the same way, adds up to that future goal.
What it assumes
- A constant yearly return. Real returns swing, so leave some slack or aim a little higher.
- Deposits land at the end of each month and are never skipped.
- No fees or taxes. Both reduce what you keep.
- For goals under three years away, stock-market returns are too unpredictable; use savings rates instead.
Worked example
A goal that costs $50,000 today will cost about $67,196 in 10 years at 3% inflation. Starting from zero and assuming 8% a year, you need to invest about $368 a month to get there.
A goal that costs ₹25,00,000 today will cost about ₹33,59,791 in 10 years at 3% inflation. Starting from zero and assuming 8% a year, you need to invest about ₹18,365 a month to get there.
Learn the idea behind it
Terms used here: SIP, Compound interest, Inflation, Time horizon.