Calculate the total cost of long-term care over time, including inflation adjustments. Plan for nursing home costs, in-home care, or assisted living expenses.
| Values | |
|---|---|
| Present Year Cost | $73,000.00 |
| Total Inflated Cost | $387,000.00 |
| Inflation Impact | $314,000.00 |
| Average Annual Cost | $77,400.00 |
To use our long-term care or nursing home cost calculator, you first need to know the daily or monthly cost. For instance, if the person is in-home care, you would find the total cost of all the items or services used on an average day. So in our calculator, you would then:
🙋 If you want to learn more about the current value of a stream of cash flows or future payments, you should try our present value calculator.
To find the cost of long-term care over a given period, we need to factor in the daily or monthly price, the expected period of care, and the country's inflation rate. So, to ensure we are realistic in our calculation, our calculator is also a long-term care inflation calculator. The inflation rate is critical because prices change over time, and without it, the cost per year is likely to differ drastically, leaving you with some unexpected shortfall.
Additionally, the inflation rate varies from country to country, so it is essential to know the inflation rate of your specific country when using this tool.
Before we look at the required formulas, here are the meanings of some variable names used in the formulas:
We use the following formula to calculate the first year's cost if we know the daily cost:
pc = dc × 365
On the other hand, if you know the monthly cost, you use the following formula to find the cost of the first year:
pc = mc × 12
With the result from this formula, we will calculate the cost of care for each successive year using the formula below:
ic = pc × (1 + r)n
We repeat this process for each year; then, we add the yearly costs. In this way, we can calculate total long-term care at the expected inflation rate.
Long-term care planning is essential for financial security in retirement. Consider these strategies: