Annuity ending value
$368,286
Calculated at a 3.95% effective annual net rate.
Free calculator · instant answer · no gate
Annuity Fee Break-Even Analysis
Compare two hypothetical annual fee assumptions, measure compounding fee drag, and see the annuity-path gross return that would match the comparison path after fees.
Hypothetical result
1% vs. 0.3% over 10 years
Starting with $250,000 and applying the same 5% hypothetical gross return annually.
Comparison ending value
$395,171
Calculated at a 4.69% effective annual net rate.
Ending-value gap
$26,885
The lower-fee comparison path finishes $26,885 higher.
Annuity break-even gross return
5.74%
At a 1% fee, the annuity path would need 5.74% gross annually—0.74% more than the shared hypothetical return—to match the 0.3% path.
What break-even means here
This is mathematical fee break-even only. The higher entered annuity fee does not pay for itself in this model; the calculation only shows how much additional gross return would be required to overcome it. Guarantees, rider benefits, liquidity rules, insurer strength, taxes, and product terms are not assigned a dollar value.
Year-by-year fee projection
Annual fees are calculated on the hypothetical value after the shared gross return. Dollar figures are rounded for display.
| Year | Annuity fee | Annuity value | Comparison fee | Comparison value | Value gap |
|---|---|---|---|---|---|
| 1 | $2,625 | $259,875 | $788 | $261,713 | $1,838 |
| 2 | $2,729 | $270,140 | $824 | $273,974 | $3,834 |
| 3 | $2,836 | $280,811 | $863 | $286,809 | $5,999 |
| 4 | $2,949 | $291,903 | $903 | $300,246 | $8,344 |
| 5 | $3,065 | $303,433 | $946 | $314,313 | $10,880 |
| 6 | $3,186 | $315,418 | $990 | $329,039 | $13,620 |
| 7 | $3,312 | $327,877 | $1,036 | $344,454 | $16,577 |
| 8 | $3,443 | $340,829 | $1,085 | $360,592 | $19,763 |
| 9 | $3,579 | $354,291 | $1,136 | $377,485 | $23,194 |
| 10 | $3,720 | $368,286 | $1,189 | $395,171 | $26,885 |
Total hypothetical annuity fees: $31,443
Total hypothetical comparison fees: $9,761
Link to this result
The permalink preserves all five hypothetical inputs. Because the calculator is deterministic, the same inputs reproduce the same arithmetic.
Embed this calculator
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Preview embed Configure publisher attribution and CTASerialized result parameters: premium=250000&annuityFee=1&alternativeFee=0.3&grossReturn=5&years=10
Prepared examples
Explore citable fee-comparison scenarios
Each example includes its inputs and deterministic answer. These are hypothetical illustrations, not observed product fees or market returns.
$250,000 annuity fee break-even: 1% vs. 0.3% over 10 years
A hypothetical $250,000 fee-drag comparison using a 6% gross annual return, a 1% annual fee, a 0.3% comparison fee, and a 10-year horizon.
View result$500,000 annuity fee break-even: 1% vs. 0.3% over 10 years
A hypothetical $500,000 fee-drag comparison using a 6% gross annual return, a 1% annual fee, a 0.3% comparison fee, and a 10-year horizon.
View result$100,000 fee analysis: 1.25% vs. 0.25% over 10 years
A hypothetical $100,000 comparison of 1.25% and 0.25% annual fees at a 5% gross annual return for 10 years.
View result$250,000 fee analysis: 1.25% vs. 0.3% over 15 years
A hypothetical $250,000 comparison of 1.25% and 0.3% annual fees at a 6% gross annual return for 15 years.
View result$500,000 fee analysis: 0.95% vs. 0.2% over 20 years
A hypothetical $500,000 comparison of 0.95% and 0.2% annual fees at a 5% gross annual return for 20 years.
View result$1 million fee analysis: 1.2% vs. 0.4% over 10 years
A hypothetical $1 million comparison of 1.2% and 0.4% annual fees at a 7% gross annual return for 10 years.
View result$250,000 fee analysis: 0.75% vs. 0.25% over 5 years
A hypothetical $250,000 comparison of 0.75% and 0.25% annual fees at a 4% gross annual return for 5 years.
View result$100,000 fee analysis: 1.5% vs. 0.3% over 20 years
A hypothetical $100,000 comparison of 1.5% and 0.3% annual fees at a 6% gross annual return for 20 years.
View result$300,000 fee analysis: 1% vs. 0.5% over 15 years
A hypothetical $300,000 comparison of 1% and 0.5% annual fees at an 8% gross annual return for 15 years.
View result$500,000 fee analysis: 0.8% vs. 0.3% over 10 years
A hypothetical $500,000 comparison of 0.8% and 0.3% annual fees at a 3% gross annual return for 10 years.
View result$1 million annuity fee break-even: 1% vs. 0.3% over 20 years
A hypothetical $1 million fee-drag comparison using a 6% gross annual return, a 1% annual fee, a 0.3% comparison fee, and a 20-year horizon.
View result$200,000 fee analysis: 1.25% vs. 0.5% over 12 years
A hypothetical $200,000 comparison of 1.25% and 0.5% annual fees at a 7% gross annual return for 12 years.
View resultMethodology
Transparent hypothetical arithmetic—no hidden live inputs
- 1. Apply the shared gross return. Each path starts with the same visitor-entered amount and receives the same visitor-entered hypothetical annual gross return.
- 2. Apply each annual fee. The fee is charged to that path's post-return value. The after-fee amount compounds into the next hypothetical year.
- 3. Solve fee break-even. The annuity gross return is solved so (1 + annuity return) × (1 − annuity fee) equals (1 + shared return) × (1 − comparison fee).
Not modeled: guarantees, rider benefits, mortality credits, insurer strength, liquidity, withdrawals, surrender charges, market value adjustments, taxes, commissions, product-specific fee bases, or changing returns and fees. Nominal fees are summed without discounting for time value.
How to cite this tool
Cite the exact visitor inputs and permalink
“AnnuityRatesHQ Fee Break-Even Analysis, hypothetical initial amount, annual annuity fee, annual comparison fee, shared gross return, horizon, and result permalink.”
Describe every rate and dollar figure as hypothetical arithmetic. Do not cite it as a carrier fee, market forecast, product recommendation, or proof that a contract's benefits are—or are not—worth their cost.
Review data and use termsData source and cadence
This formula tool has no feed freshness date
The fee analysis uses only the visitor's hypothetical inputs and deterministic formulas, so it does not fetch AdvisorWorld, CANNEX, carrier, or market figures and does not display an “as of” date. Formula changes ship with the page; a page-view time is never represented as source freshness.
For separately sourced current annuity context, use the linked best annuity rates, MYGA rates, and fixed indexed annuity research pages. Those pages use CANNEX data via AdvisorWorld and show verified data dates when available.
Frequently Asked Questions
What does annuity fee break-even mean?
This calculator defines fee break-even as the gross annual return the annuity path would need so its after-fee ending value matches the comparison path. It is mathematical fee break-even only; it does not assign value to guarantees, income riders, death benefits, liquidity rules, or other contract features.
How does a 1% fee compare with a 0.3% fee?
When the initial amount, gross return, and time horizon are identical, the 1% fee path compounds at a lower effective net rate than the 0.3% fee path. Enter 1 and 0.3 to see the year-by-year dollar difference for your own hypothetical amount and horizon.
Are the fee rates and returns live annuity data?
No. Every amount, fee, return, and horizon in the calculator is a visitor-entered hypothetical or deterministic arithmetic based on those inputs. The tool does not read a carrier quote or present an observed market return.
What formula does the fee calculator use?
For each year, the model applies the entered gross return to the starting value, then applies that path’s annual fee to the post-return value. The ending value becomes the next year’s starting value. Break-even solves for the annuity gross return that produces the same annual after-fee multiplier as the comparison path.
Does the calculator value annuity guarantees or rider benefits?
No. Guarantees, lifetime-income benefits, death benefits, insurer strength, surrender terms, taxes, withdrawals, and liquidity are outside this arithmetic. The result shows the annuity-path gross return that would match the comparison path after fees. Depending on the two fee inputs, that break-even return can be above, equal to, or below the shared gross return.
Can I link to or embed my result?
Yes. The permalink serializes the initial amount, both fee rates, the shared gross return, and the horizon. The landing page also provides copy-paste iframe code for the free attributed embed.