Future Value Calculation Results
$0.00
Total Contributions:
Total Interest Earned:
Total Number of Payments:
Input Configuration Summary
| Parameter | Input Value |
|---|---|
| Periodic Payment ($P$) | $0.00 |
| Annual Interest Rate ($r$) | 0.00% |
| Number of Years ($t$) | 0 |
| Payment/Compounding Frequency ($n$) | 0 (Annually) |
Annuity Parameters
Calculation assumes an **Ordinary Annuity** (payments made at the end of the period).
Report Date: ${new Date().toLocaleDateString('en-US')}
Input Parameters
| Periodic Payment ($P$): | ${formatter.format(annuityData.payment)} |
| Annual Interest Rate ($r$): | ${annuityData.rateAnnual.toFixed(2)}% |
| Investment Term (Years $t$): | ${annuityData.years} Years |
| Payment/Compounding Frequency ($n$): | ${annuityData.frequency} (${freqDesc}) |
Summary of Results
| Future Value of Annuity (FV): | ${futureValue} |
| Total Principal Contributions: | ${totalContributions} |
| Total Interest Earned: | ${totalInterest} |
| Total Number of Periods: | ${annuityData.totalPeriods} |
*Calculation Formula: $FV = P \cdot \frac{(1 + i)^n - 1}{i}$, where $i = r/n_{freq}$ and $n = n_{freq} \times t_{years}$. This calculation assumes an **Ordinary Annuity** (payments at the end of the period) and is provided for estimation purposes.