Toistuvan Talletuksen Laskin
Toistuvan talletuksen kasvu korkoa korolle -periaatteella.
Lyhennystaulukko
| # | Maksuerä | Pääoma | Korko | Jäljellä oleva saldo |
|---|---|---|---|---|
Kasvu ajan myötä
| Vuosi | Sijoitettu | Arvo |
|---|---|---|
Johdanto
RD Calculator — Recurring deposit growth with compounding. Enter Monthly deposit, Rate (%), Tenure (months) to get an instant, accurate result.
Kaava
Maturity ≈ monthly deposit × (((1+R)^N − 1) / (1 − (1+R)^(−1/3))), a quarterly-compounded recurring-deposit approximation where R = rate/400 and N = months/3.
Vaihe vaiheelta
- Enter the Monthly deposit.
- Enter the Rate (%).
- Enter the Tenure (months).
- Click Calculate to see your result instantly.
Käytännön esimerkki
Example: With Monthly deposit = 2000, Rate (%) = 6.5, Tenure (months) = 24, the RD Calculator gives Maturity: 51370.1207, Total Invested: 48000.
Usein Kysytyt Kysymykset
Why quarterly compounding?
What is "total invested"?
What inputs does the RD Calculator need?
How accurate is the RD Calculator?
Are these results guaranteed?
Is the RD Calculator free to use?
Tietoa: Toistuvan Talletuksen Laskin
The RD Calculator uses a real, verifiable formula — Maturity ≈ monthly deposit × (((1+R)^N − 1) / (1 − (1+R)^(−1/3))), a quarterly-compounded recurring-deposit approximation where R = rate/400 and N = months/3. — so results are accurate every time, not an approximation.