This calculator is designed for situations like open enrollment at work, shopping for a stand-alone dental plan, or deciding whether to keep a policy you already have. By entering your annual premium, deductible, coinsurance, and estimated dental bills, you can see whether paying for insurance is likely to cost more or less than paying your dentist directly.
Use it as a quick way to understand your break-even point: the level of yearly dental spending at which carrying insurance and paying out of pocket cost about the same.
The calculator compares two totals based on the information you enter:
Key inputs:
The calculator applies a simplified model that assumes all of your expected expenses are subject to the same deductible and coinsurance.
Without insurance, your yearly cost is simply:
Cost_without = E
With insurance, there are two cases:
E ≤ D): you pay the full bill plus the premium, so Cost_with = P + E.E > D): you pay the premium, the deductible, and coinsurance on the remaining expenses:Cost_with = P + D + c × (E - D), where c is the fraction you pay (for example, 20% coinsurance means c = 0.20).The break-even point is where the total cost with insurance equals the total cost without insurance. Above this level of spending, insurance is cheaper in this simplified model; below it, paying cash is cheaper.
To find the break-even level of yearly expenses E, we set the two cost formulas equal in the E > D case and solve for E. The calculator uses the following relationship:
Written out in plain text, the break-even expense is:
E = D + P / (1 - c)
Where:
E = annual dental expenses at the break-even pointP = annual premiumD = deductiblec = coinsurance fraction you pay (e.g., 0.20 for 20%)If your actual expected expenses are higher than this number, insurance tends to come out ahead in this model. If they are lower, paying out of pocket is usually cheaper.
When you run the calculator, you will typically see three main pieces of information:
Here is how to read these values:
Remember that your estimate of yearly dental expenses is uncertain. Consider trying a few different scenarios (for example, just preventive visits, preventive plus one filling, or one year that includes a crown or root canal) to see how your conclusion changes.
Suppose an individual expects about $600 of dental work this year: two cleanings, X-rays, and a filling.
P): $400D): $50c): 20% (enter 20 in the calculator)E): $600With insurance (because E > D):
Cost_with = 400 + 50 + 0.20 × (600 - 50)
Cost_with = 400 + 50 + 0.20 × 550
Cost_with = 450 + 110 = $560
(Your original example may yield a slightly different numeric total depending on the specific plan rules; the key idea is how the components add up.)
Without insurance:
Cost_without = 600
In this setup, insurance costs $560 versus $600 out of pocket, so the simplified model shows a $40 savings with coverage. If a filling or other treatment ends up costing more than expected, the savings could be greater; if she only needs preventive cleanings, paying cash might be cheaper.
Break-even point for this policy:
E = D + P / (1 - c) = 50 + 400 / (1 - 0.20)
E = 50 + 400 / 0.80 = 50 + 500 = $550
So if this person expects less than about $550 of work, paying cash is likely cheaper; if she expects more, the insurance starts to look better financially.
The simplified table below illustrates how total cost changes as annual expenses rise, using the same sample plan (premium $400, deductible $50, coinsurance 20%):
| Estimated yearly expenses (E) | Cost with insurance | Cost without insurance | Which is cheaper in this model? |
|---|---|---|---|
| $300 | $450 | $300 | Out of pocket is cheaper |
| $600 | $560 | $600 | Insurance slightly cheaper |
| $900 | $620 | $900 | Insurance clearly cheaper |
| $1,200 | $680 | $1,200 | Insurance much cheaper |
These examples assume all expenses are subject to the same deductible and coinsurance and that there is no annual maximum. Real plans may behave differently.
This calculator is intentionally simplified to make the trade-offs easier to see. Important limitations include:
Because of these factors, treat the output as a rough comparison, not a complete projection of every possible cost.
Dental insurance tends to be more valuable when you expect more than just routine cleanings—such as fillings, crowns, or other restorative work—or when you have multiple family members who regularly need treatment. If you consistently need only preventive care and your dentist offers reasonable cash discounts, paying out of pocket can sometimes be cheaper.
For an individual, enter your own expected dental bills. For a family plan, add up the expected expenses for everyone covered and enter the total. If your plan has different rules for adults and children, you may want to run separate scenarios and compare.
The tool does not model plan maximums, different coverage levels by procedure, waiting periods, orthodontic coverage, or out-of-network pricing. It also does not account for the value of free or low-cost preventive care that some plans include. Use the result as a starting point and refine your decision using your plan’s detailed brochure or summary of benefits.
This calculator is for education and general planning only. It does not replace the specific terms of any insurance policy and is not personalized financial, insurance, or tax advice. Always review your official plan documents and consider speaking with a licensed insurance professional or financial adviser before making enrollment decisions.