Understanding the Weighted Average Coupon (WAC) in Mortgage-Backed Securities

Discover the essential information about the Weighted Average Coupon (WAC), a key metric used in analyzing mortgage-backed securities. Learn how it is calculated and its significance to investors.

The weighted average coupon (WAC) offers a powerful means of gauging the rate of return on a pool of mortgages bundled together as mortgage-backed securities (MBS). Given that underlying mortgages are typically repaid over varying periods, the WAC provides an initial snapshot of return rates, which may evolve over time.

Key Insights

  • WAC Definition: The WAC signifies the average gross interest rate of underlying mortgages within an MBS at the time of issuance.
  • Analytical Importance: Analysts leverage the WAC to predict and understand pre-payment characteristics of an MBS.
  • Dynamic Nature: The WAC fluctuates as underlying mortgage loans are repaid across different timelines.

Revealing the Mechanism Behind the Weighted Average Coupon (WAC)

Banks actively engage in selling the mortgages they originate on a secondary mortgage market, attracting institutional investors like hedge funds and investment banks. These buyers then transform the mortgages into tradable market securities, establishing a realm where such investments can flourish. In essence, MBS holders receive interest, or coupon payments, derived as the weighted average of the coupons of the pooled mortgage loans backing the MBS, taking into account each mortgage’s principal balance.

Calculating the WAC

The calculation of WAC merges the interest rates viable on an MBS’s underlying mortgage pools, tailoring them in line with each individual mortgage’s contribution to the security. In practice, the calculation steps include:

  1. Weighing interest rates: The coupon rate on each mortgage is multiplied by its remaining principal balance.
  2. Summing results: The intermediate results are aggregated.
  3. Dividing: Summing outcomes is then divided by the remaining balance of the pool.

Alternatively, analysts may take the weights of each mortgage pool, multiply them by the associated coupon rates, and combine the aggregated values to derive the WAC.

For example, consider a hypothetical MBS comprising three mortgage pools with a total principal of $11 million:

  1. Mortgage tranche 1: $4 million at 7.5%
  2. Mortgage tranche 2: $5 million at 5%
  3. Mortgage tranche 3: $2 million at 3.8%

The WAC can be calculated using the following steps:

First Method Calculation:

WAC = [($4 million x 0.075) + ($5 million x 0.05) + ($2 million x 0.038)] / $11 million

WAC = ($300,000 + $250,000 + $76,000) / $11 million

WAC = $626,000 / $11 million = 5.69%

Alternative Method:

  1. Calculate each pool’s weight:

Pool 1 weight: $4 million / $11 million = 36.36%

Pool 2 weight: $5 million / $11 million = 45.45%

Pool 3 weight: $2 million / $11 million = 18.18%

  1. Apply weights to determine WAC:

WAC = (36.36 x 0.075) + (45.45 x 0.05) + (18.18 x 0.038)

WAC = 2.727 + 2.2725 + 0.6908 = 5.69%

These dynamic shifts in WAC embody the evolving behavior as diverse mortgage holders repay loans at individual timelines and rates.

The Risks of MBS: A Historical Context

No discussion surrounding mortgage-backed securities is complete without acknowledging the vulnerabilities exposed during the 2007-2008 financial crisis. These substantial MBS investments were substantially funded by mortgages originated during the preceding housing bubble, and troublingly, a significant portion of these loans were given to borrowers who lacked sufficient means for repayment.

When the bubble collapsed, a cascade of borrower defaults ensued, rendering the value of many MBS holdings heavily diminished. These highly precarious investments were often stabilized by subprime loans, making the aftermath notably turbulent and formative for modern financial contingencies.

Related Terms: Mortgage Rate, Coupon Payments, Weighted Average, Investment Analysis.

References

  1. Federal Deposit Insurance Corporation. “Crisis and Response: An FDIC History, 2008–2013”, Pages 23-24. Federal Deposit Insurance Corporation, 2017.
  2. Investor.gov. “Mortgage-Backed Securities and Collateralized Mortgage Obligations”.
  3. Financial Industry Regulatory Authority. “Regulatory Notice - 21-02 - MBA Dissemination”, Page2.
  4. Federal Deposit Insurance Corporation. “Crisis and Response: An FDIC History, 2008–2013”, Pages 3-6. Federal Deposit Insurance Corporation, 2017.

Get ready to put your knowledge to the test with this intriguing quiz!

--- primaryColor: 'rgb(121, 82, 179)' secondaryColor: '#DDDDDD' textColor: black shuffle_questions: true --- ## What does Weighted Average Coupon (WAC) represent? - [x] The average interest rate of a pool of mortgages weighted by the principal balance - [ ] The average maturity of a pool of mortgages - [ ] The total principal balance of a mortgage pool - [ ] The average coupon rate of treasury bonds ## Why is Weighted Average Coupon (WAC) important in mortgage-backed securities? - [x] It provides insights into the average interest payments from the mortgage pool - [ ] It indicates the average term until maturity for the mortgages in the pool - [ ] It measures the average default risk of the securities - [ ] It reflects the maturity date of the mortgage pool ## How is the Weighted Average Coupon (WAC) calculated? - [ ] By averaging the terms of the mortgages in the pool - [ ] By adding the coupon rates together and dividing by the number of mortgages - [x] By weighting each mortgage’s coupon rate by its principal balance and calculating the average - [ ] By random sampling of mortgage coupon rates ## In the context of a mortgage pool, what does a higher WAC indicate? - [ ] Lower overall interest rates - [ ] Decreased mortgage maturity - [x] Higher overall interest rates - [ ] More diversified mortgage types ## Which statement is true about WAC and prepayment risk? - [ ] Higher WAC reduces prepayment risk - [ ] WAC is not related to prepayment risk - [x] Higher WAC could indicate higher prepayment risk - [ ] Lower WAC increases prepayment risk ## What could be a potential consequence of a rising WAC for investors in mortgage-backed securities? - [x] Increased interest income from mortgage payments - [ ] Decrease in the principal balance of the mortgages - [ ] Longer maturity periods for the mortgages - [ ] Reduced yield for the investors ## If a mortgage pool has mortgages with varying coupon rates, why is WAC used? - [ ] To calculate the average maturity - [ ] To select the mortgage with the highest coupon rate - [x] To provide a single averaged yield for the entire pool - [ ] To decrease the variability of payments ## Which type of investor might pay close attention to the WAC of a mortgage-backed security? - [ ] Commodity traders - [ ] Forex traders - [x] Fixed-income investors - [ ] Stock investors ## Which factor does NOT directly affect the Weighted Average Coupon (WAC)? - [ ] Changes in the principal balances of the mortgages - [x] Federal tax policy changes - [ ] Variation in individual mortgage interest rates - [ ] The pool’s overall interest rate trends ## When a mortgage-backed security’s WAC increases, it typically indicates which of the following market conditions? - [ ] Decreasing interest rates for new mortgages - [ ] A shrinking secondary mortgage market - [x] Rising interest rates for new mortgages - [ ] Increased liquidity in the mortgage pool