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Deferred Annuity Calculator

Calculate accumulation value and withdrawal amounts for deferred annuity investments

Calculate Deferred Annuity

📈 Accumulation Phase (Deferral Period)

One-time payment at the start

Regular monthly deposits

Time before withdrawals begin

Interest rate during accumulation

💰 Payout Phase (Withdrawal Period)

Interest rate during payout

📊 Calculation Results

Accumulation Phase Summary

$259,769.64
Total Accumulation Value
$140,000.00
Total Contributions
$119,769.64
Growth from Interest

Payout Phase Summary

$1,574.15
monthly Withdrawal
$377,796.70
Total Payout

Accumulation Formula: FV = PMT/i × ((1+i)^n - 1) × (1+i) [for annuity due]

Payout Formula: PMT = PV × r / (1 - (1+r)^-n)

Tax Benefit: Deferred annuities offer tax-deferred growth during accumulation

Example Calculation

Deferred Annuity Example

Accumulation Phase:

• Initial Investment: $20,000

• Monthly Contributions: $500

• Accumulation Period: 20 years

• Annual Return: 5%

Calculation Steps

1. Future Value of Lump Sum = $20,000 × (1.004167)^240 = $54,274

2. Future Value of Contributions = $500 × [((1.004167)^240 - 1) / 0.004167] = $205,505

3. Total Accumulation = $54,274 + $205,505 = $259,779

Payout: $1,321 monthly for 20 years (at 4% return)

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Deferred Annuity Phases

1

Accumulation Phase

Build wealth over time

Tax-deferred growth period

2

Payout Phase

Receive regular income

Scheduled withdrawals begin

Types of Deferred Annuities

Fixed Deferred

Guaranteed interest rate, like a CD

Variable Deferred

Returns based on investment performance

Equity-Indexed

Returns linked to market index performance

Deferred Annuity Tips

Tax-deferred growth during accumulation

Start accumulating early for compound growth

Consider fees and surrender charges

Plan withdrawal timing carefully

⚠️

Penalties may apply for early withdrawals

Understanding Deferred Annuities

What is a Deferred Annuity?

A deferred annuity is an insurance contract that allows you to accumulate funds over time and receive regular income payments starting at a future date. Unlike immediate annuities, deferred annuities have two distinct phases: accumulation and payout.

Key Benefits

  • Tax-Deferred Growth: Earnings grow tax-free during accumulation
  • Flexible Contributions: Make lump sum or regular payments
  • Guaranteed Income: Predictable retirement income stream
  • Death Benefits: Protection for beneficiaries

Formula Explanation

Accumulation Phase:

FV = PMT/i × ((1+i)^n - 1) × (1+i)

Payout Phase:

PMT = PV × r / (1 - (1+r)^-n)

  • FV: Future value at end of accumulation
  • PMT: Regular payment amount
  • PV: Present value (accumulated amount)
  • i/r: Periodic interest rate
  • n: Number of periods

Important: Consider fees, surrender charges, and tax implications when evaluating deferred annuities. Consult a financial advisor for personalized advice.

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