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Real Assets

Three small tools for thinking about house prices, inflation and loans. Test a common story against the public record, see what cash loses when prices rise, and try a refinance what-if. Every number comes from public data or from you, and nothing here predicts what rates or prices will do next.

Test the story with data

A common story says rising interest rates crush house prices. Here is the record so you can check it yourself. Pick a period of years, or start with a preset, and compare the mortgage rate with house prices and consumer prices.

The years in each preset are worked out from the data, not typed in. 1970s rate climb runs from the first full year of the mortgage-rate series to the year with the highest average rate. Recent rate jump runs from the year with the lowest average rate to the latest year that is a full year in both the mortgage-rate and the house-price series.

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Source: FRED, Federal Reserve Bank of St. Louis

    What cash loses

    Cash that sits still buys less when prices rise. Enter an amount and two years to see what that cash buys in the later year, what you would need then to match it, and how the same amount compares with the national median price of a new house.

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    Series used for this section:

      Refinance later: an option, not a promise

      A higher rate today can come with a plan to refinance later, if rates fall. That is an option, not a promise. It only works if rates really do fall, if you still qualify (your income, your credit and the equity in your home all matter) and if the fees are worth it. Try your own what-if numbers below. The possible future rate is a number you choose, not a forecast.

      This assumes a fixed-rate loan with the same payment every month. Refinance costs are paid in cash on the refinance date, and the new loan is the balance left by then. Taxes, insurance, mortgage insurance and any early-payoff penalty are not included.

      Results

      Current monthly payment (principal and interest)–
      FormulaMonthly payment = B × r × (1 + r)^n ÷ ((1 + r)^n − 1), where B is the loan balance, r is the annual rate ÷ 12 ÷ 100 and n is the years left × 12. If the rate is 0%, the payment is B ÷ n.
      Balance left on the refinance date–
      FormulaBalance after k payments = B × ((1 + r)^n − (1 + r)^k) ÷ ((1 + r)^n − 1), where k is the months until you refinance. If the rate is 0%, the balance is B × (n − k) ÷ n.
      New monthly payment after refinancing–
      FormulaThe same payment formula, with B = the balance left on the refinance date, r = the possible future rate ÷ 12 ÷ 100 and n = the new term in years × 12.
      Monthly difference–
      FormulaMonthly difference = current payment − new payment. A positive difference means the new payment is lower. A saving of less than half a cent a month counts as no saving.
      Break-even (months of saving to pay back the costs)–

      FormulaBreak-even months = refinance costs ÷ monthly difference, only when the monthly difference is above zero. Otherwise the answer is never. It ignores that a new term starts the clock again.
      Total paid from the refinance date: if you stay–

      FormulaTotal if you stay = current payment × payments left on the current loan after the refinance date. Payments are not rounded to the cent, so a total can differ from payment × months by a few dollars.
      Total paid from the refinance date: if you refinance (costs included)–

      FormulaTotal if you refinance = refinance costs + new payment × payments on the new loan.

      What this does not do

      Your data