Retirement Planner

Enter the monthly deposit, assumed return and period. For example, 10,000 a month at 10% for 20 years builds about 7,656,969 taka.

৳

= 10 thousand taka

%

Expected average yearly growth — never guaranteed

years

= 240 months / 240 instalments

৳

= 0 taka

Retirement fund

৳76,56,969

≈ ৳23,87,479 in today's money

Total deposited
৳24,00,000
Total profit
৳52,56,969
Value in today's money
৳23,87,479

Saving ৳10,000 a month at 10% for 20 years builds a fund of ৳76,56,969 (profit ৳52,56,969).

The return is an assumption — markets move. The today-money figure assumes 6% inflation.

How this was calculated
  1. Total deposits = ৳10,000 × 240 months + current savings = ৳24,00,000
  2. Monthly rate = 10% ÷ 12 = 0.8333%
  3. Deposits at each month's start (annuity-due), compounded, grow to ৳76,56,969
  4. ≈ ৳23,87,479 in today's money (assuming 6% inflation)

Fund year by year

YearDepositedBalance
1৳1,20,000৳1,26,703
2৳2,40,000৳2,66,673
3৳3,60,000৳4,21,300
4৳4,80,000৳5,92,118
5৳6,00,000৳7,80,824
6৳7,20,000৳9,89,289
7৳8,40,000৳12,19,583
8৳9,60,000৳14,73,993
9৳10,80,000৳17,55,042
10৳12,00,000৳20,65,520
11৳13,20,000৳24,08,510
12৳14,40,000৳27,87,415
13৳15,60,000৳32,05,997
14৳16,80,000৳36,68,409
15৳18,00,000৳41,79,243
16৳19,20,000৳47,43,567
17৳20,40,000৳53,66,983
18৳21,60,000৳60,55,679
19৳22,80,000৳68,16,491
20৳24,00,000৳76,56,969

How to use

  1. Enter how much you will save each month.
  2. Enter the assumed yearly return — it is never guaranteed.
  3. Pick the saving period, and add any savings you already hold.

Formulas

What Formula Example
Monthly deposits’ future value monthly × (((1+r)^n−1)÷r)×(1+r) 10,000, 10%, 240 mo ≈ 7,656,969
Current savings’ growth savings × (1+r)^n 100,000, 10%, 12 mo ≈ 110,471
Value in today’s money total ÷ (1.06)^(years) 7,656,969 ÷ (1.06)^20 ≈ 2,387,479

Monthly deposits count from the start of each month (annuity-due) — end-of-month timing would give slightly less.

Example — default calculation

10,000/month at 10% for 20 years, no current savings: deposits = 10,000 × 240 = 2,400,000 taka. Fund at retirement = ≈ 7,656,969 taka (profit ≈ 5,256,969). At 6% inflation that is worth ≈ 2,387,479 taka in today’s money.

Things to watch

  • The rate is an assumption: bank interest is fixed, but market returns move. Try 8%, 10% and 12% to see the range.
  • 6% inflation is fixed: the today-money line assumes 6% yearly inflation — change it and the figure changes.
  • Don’t break compounding: withdrawing mid-way resets growth, and tax or charges may apply. This math assumes the full term.

Frequently asked questions

What is the retirement fund formula?

Monthly deposits count from each month's start (annuity-due): FV = monthly × (((1+r)^n − 1) ÷ r) × (1+r), r = monthly rate. 10,000 at 10% for 240 months ≈ 7,656,969.

Is the return guaranteed?

No. Market-linked investments move up and down — a good past never promises the future. Work with a conservative 8–10% assumption.

How is the today's-money value worked out?

The total fund is discounted at a fixed 6% yearly inflation assumption. Real inflation will differ, so this figure moves with it.

How are current savings treated?

They grow at the same monthly rate for the whole period: savings × (1+r)^n. For example, 100,000 at 10% grows to ≈ 110,471 in a year.

What if I start late?

Time is what compounding feeds on — 15 years instead of 20 (10,000 at 10%) leaves roughly half the fund. Start as early as you can.

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