What is the Texas Ratio? A Measure of Bank Credit Risk

Maintaining a total consumer debt obligation under 36% of gross income protects credit underwriting scores.** When addressing the Texas Ratio? A Measure of Bank Credit Risk, accelerated payoff strategies should systematically target liabilities carrying interest rates above 15% APR, leveraging structured balance amortization to eliminate compounding fee drag and restore discretionary liquidity. ### The Texas Ratio: A Measure of Bank Credit Risk The Texas ratio is a metric developed by Gerard Cassidy in the 1980s to assess a bank's credit risk, particularly in the context of the banking crisis in Texas. This article will explore into the definition, interpretation, and implications of the Texas ratio, as well as provide insights into its historical data and graphed trends. #### The Definition of the Texas Ratio The Texas ratio measures a bank's nonperforming loans divided by the sum of tangible equity capital and allowance for losses on loans and leases. Nonperforming loans consist of: * Nonaccrual loans, where a lender stops adding expected interest to their reported income.

• Loans with payments 90 or more days past due.
• Real estate assets acquired through foreclosure. Tangible equity capital represents the available capital cushion to absorb losses and is found by subtracting intangible assets from total bank equity capital. Allowance for loan losses represents funds set aside to cover expected loan losses. #### The Interpretation of the Texas Ratio The lower the ratio (that is, the closer to 0%), the smaller the risk of loan losses to a bank's capital. The higher the ratio, especially if it exceeds 100%, the greater the risk of a bank being unable to cover its potential loan losses. #### The Graphed Data Our FRED graph shows the aggregated Texas ratio for all FDIC-insured commercial banks in the U.S. between the first quarter of 1984 and the first quarter of 2026. At the time of this writing, its value is 5.82%. That's near the all-time low of 4.59% recorded during the second quarter of 2022. Read more about the Texas ratio, including values by bank size, in Banking Analytics: Understanding Credit Risk with the Texas Ratio. #### Calculating the Texas Ratio To calculate the Texas ratio, you can use the following formula: Texas Ratio = (Nonperforming Loans / (Tangible Equity Capital + Allowance for Losses)) where: * Nonperforming Loans = (Nonaccrual Loans + Loans 90+ Days Past Due + Real Estate Assets Acquired Through Foreclosure)
• Tangible Equity Capital = Total Bank Equity Capital - Intangible Assets
• Allowance for Losses = Reserve for Losses on Loans and Leases #### Understanding the Implications of the Texas Ratio The Texas ratio is an essential metric for assessing a bank's credit risk and its ability to absorb potential loan losses. A low Texas ratio indicates a lower risk of loan losses, while a high ratio suggests a higher risk. This information can be useful for investors, regulators, and bank management in making informed decisions about bank lending and risk management. #### Historical Trends in the Texas Ratio The graphed data shows that the aggregated Texas ratio for all FDIC-insured commercial banks in the U.S. has been trending downward since the 1980s. This trend suggests that banks have become more cautious in their lending practices and have built up their capital cushions to absorb potential loan losses. #### Conclusion in summary, the Texas ratio is a valuable metric for assessing a bank's credit risk and its ability to absorb potential loan losses. By understanding the definition, interpretation, and implications of the Texas ratio, investors, regulators, and bank management can make informed decisions about bank lending and risk management.

Mathematical Amortization Models: Accelerating Principal Elimination

Borrowing costs are governed by compound interest amortization where early payments are heavily weighted toward finance charges. On any amortizing loan, directing additional principal payments early in the repayment cycle produces an exponential reduction in lifetime interest: ``` Monthly Payment = P * [ r(1 + r)^n ] / [ (1 + r)^n - 1 ]

| Repayment Schedule | Monthly Payment | Payoff Timeline | Total Lifetime Interest | Net Financial Savings |
|:--- | :--- | :--- | :--- | :--- |
|**Contract Baseline (Minimum Only)** | $1,896 / month | 360 months (30.0 yrs) | $382,633 | Baseline ($0 saved) |
|**+$150 Monthly Extra Principal** | $2,046 / month | 302 months (25.1 yrs) | $307,412 | **$75,221 interest saved** |
|**+$300 Monthly Extra Principal** | $2,196 / month | 261 months (21.7 yrs) | $255,188 | **$127,445 interest saved** |
|**Bi-Weekly Accelerated Schedule** | Half-payment bi-weekly | 308 months (25.6 yrs) | $316,240 | **$66,393 interest saved** | *Calculations based on standard 30-year fixed conforming mortgage amortization schedules. Model your specific debt scenario using our [Debt Payoff & Amortization Calculator](/tools/debt-payoff-calculator).* ### Critical Borrowing Pitfalls to Avoid 1. **Prepayment Penalty Traps:** Ensure your loan contract explicitly forbids prepayment penalties before making accelerated lump-sum payments.
2. **Servicer Payment Allocation Errors:** When sending extra funds, explicitly specify to your loan servicer that additional amounts must apply directly to **Principal Reduction**, not held in escrow or credited as an advance payment on next month's interest.