The first contribution works hardest
Your very first SIP installment compounds for the entire journey—it often ends up larger than your final year’s deposits combined.
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Formula (annuity-due): $$\\text{FV} = P \\times \\frac{(1+i)^{n}-1}{i} \\times (1+i)$$ where \(P\) is the per-period SIP, \(i = r/m\), \(n = m\\times t\), \(r\) is annual rate, \(m\) periods/year, \(t\) years.
We compute your total invested amount, wealth gained, and maturity value, assuming contributions at the start of each period and compounding aligned to your chosen frequency.
This version assumes a fixed contribution per period. If you’d like, we can add a step-up option.
Yes—enter decimals in the years field (e.g., 7.5 years).
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Your very first SIP installment compounds for the entire journey—it often ends up larger than your final year’s deposits combined.
Putting money in monthly usually beats quarterly for the same yearly total—those extra weeks in the market sneak in more compounding.
When prices dip, your fixed SIP buys more units. Choppy markets often leave you with more units than a smooth, always-up market.
Pausing the first year of a 10-year SIP costs far more than pausing the last year—early contributions get the longest compounding runway.
A modest 5% yearly bump to your SIP can add around 20% more to a 10-year plan (at 12% returns) versus keeping it flat.