Different banks and financial institutions in the investment or lending business always remain at risk in terms of loan default by customers or investors. In such scenarios, the banks tend to keep a reserve of minimum capital that helps mitigate insolvency risks. Calculating their risk-weighted assets mostly helps such financial institutions to understand the total risk weight of every asset.
This article provides details on risk-weighted assets, its importance, formula, calculation, ratio, etc.
When a lender sanctions loans, they earn some interest on them, and this acts as one of the main investments of a bank or financial institution. However, certain risks are associated if the borrower fails to pay the outstanding amount. Therefore, the banks have to keep an amount aside to face loan defaults and tackle such situations.
The Risk Weighted Asset model was introduced by the BIS Basel Committee after a loan crisis occurred in 2008. According to this, lenders or banks need to maintain a minimum of 8% capital adequacy ratio. However, in India, RBI instructed the private sector banks to maintain at least a 9% capital adequacy ratio as RWA and for public sector banks, this is 12%.
Capital to risk-weighted assets ratio is a ratio that indicates a bank’s capital to its current liabilities and risk-weighted assets. The regulators and the central banks decide this ratio to avoid any type of financial crisis in banks.
There are two different formulas to calculate the risk-weighted assets:
If you already have your capital adequacy ratio handy, you can use this formula:
Risk-weighted assets = (Tier 1 + Tier 2 Capital) ÷ capital adequacy ratio
In case the capital adequacy ratio is not available, you can use this formula:
Step 1: Calculate the risk of every asset belonging to the financial institution/bank
Step 2: Add the values
The final figure is the total risk-weighted asset or total RWA of the lender.
The risk-weighted assets ratio is also known as the capital adequacy ratio. This ratio is very important for investors and analysts to realise the financial stability of a lender. This ratio is maintained to maintain a healthy financial ratio and protect the depositors of a bank.
Some of the most popular examples of risk-weighted assets are debentures, treasury bills and government bonds.
You can calculate risk-weighted assets by following the above-mentioned formulas. Here are some examples of the formulas to help you understand them in a better way.
For example, the capital adequacy ratio of Bank ABC is 7
Tier 1 capital=5,00,000
Tier 2 capital=20,00,000
Total=25,00,000
RWA (using formula (Tier 1 + Tier 2 Capital) ÷ capital adequacy ratio)=3,57,143
Follow the table to get an example of formula 2:
Asset | Amount (Rs.) | Risk weight (%) | RWA (Risk Weighted Asset) |
Cash | 5,00,00,000 | 0 | 0 |
Government of India Bonds | 1,00,00,000 | 0 | 0 |
Housing loans | 6,00,00,000 | 40 | 2,40,00,000 |
Business loans | 4,00,00,000 | 100 | 4,00,00,000 |
Total | 16,00,00,000 | 6,40,00,000 |
This is the risk-weighted assets table as per the notification from the Reserve Bank of India (RBI):
Banks' Capital Requirements | |
Regulatory Capital | As %/RWA |
Minimum Common Equity Tier 1 – Ratio | 5.5 |
Capital Conservation Buffer (Equity) | 2.5 |
Minimum Equity Tier 1 + CCB | 8.0 |
Additional Tier 1 Capital | 1.5 |
Minimum Tier 1 Capital Ratio | 7.0 |
Tier 2 Capital | 2.0 |
Minimum Total Capital Ratio | 9.0 |
Minimum Total Capital + CCB Ratio | 11.5 |
*The data in this table may change over time.
Overall, risk-weighted assets are essential to analyse for banks and financial institutions to keep themselves prepared for the insolvency of any investment. By following the ratio formula, you can easily understand the risk-weighted assets of your bank and make informed decisions accordingly.
Financial institutions calculate risk-weighted assets to mitigate insolvency risks. It is crucial to maintain a capital adequacy ratio and capital to risk-weighted assets ratio. The formula for risk-weighted assets involves determining risk of each asset. Examples include debentures, treasury bills, and government bonds. Investors use this ratio to assess a bank's financial stability. The RBI sets specific capital requirements for different types of assets.