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Banking - Financial Statement Analysis

Analyze a real set of bank financial statements to assess the bank's financial position and performance.

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9 Lessons (24m)

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  • Description & Objectives

  • 1. HSBC Net Interest Margin Workout

    02:27
  • 2. HSBC Efficiency Ratio Workout

    01:33
  • 3. HSBC Return on Tangible Equity Workout

    03:03
  • 4. HSBC Loan to Deposit Ratio Workout

    01:43
  • 5. HSBC Liquidity Coverage Ratio Workout

    02:56
  • 6. HSBC Net Stable Funding Ratio Workout

    06:16
  • 7. HSBC Expected Credit Loss Coverage Ratio Workout

    01:36
  • 8. HSBC Common Equity Tier 1 Ratio Workout

    03:37
  • 9. Banking - Financial Statement Analysis Tryout


Prev: Expected Credit Losses Next: Bank Regulations

HSBC Net Stable Funding Ratio Workout

  • Notes
  • Questions
  • Transcript
  • 06:16

HSBC Net Stable Funding Ratio Workout

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Glossary

Available Stable Funding (ASF) Required Stable Funding RSF
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Transcript

Okay, we're gonna calculate the net stable funding ratio for HSBC.

And in so doing, we wanna think about what is funding the banks, the available stable funding.

For example, equity capital, which should be a hugely stable source of available funding.

We also want to think about required stable funding.

So if, for example, HSBC choose to hold, uh, investment mortgage backed securities on their balance sheet, then that will require a certain amount of stable funding.

The more risky these assets are, the more stable funding they will require.

So if we have a look at the answer section of the question, we're gonna first calculate the available stable funding.

And in order to do so, we're gonna go and grab for equity capital the available stable funding factor of a hundred percent and then multiply that out by the appropriate line item on the balance sheet. So we're gonna pick up total equity of 60, let's just copy that out.

We're gonna do exactly the same for deposits. Now as I'm grabbing these, I want you to think about in this question, the available stable funding factors that I'm picking up, equity capital was given at a hundred percent deposits was given at 95%.

The inference there is that both of those are hugely stable sources of funding.

All other liabilities are given an available stable funding factor of zero.

So we are literally just gonna go and grab all the other items at the bottom section of the balance sheet that we have not yet picked up.

So we're gonna go all the way down from D 39 to D 50, let's just copy that out.

And they're all given zero.

So if we add that up, we've got the available stable funding for HSBC, but we wanna think about the required stable funding.

And the first thing we've got here is cash.

So I think everyone would consider holding cash to be fairly low risk.

And as a consequence, the required stable funding factor is zero.

Let's multiply that out by the appropriate line item on the balance sheet. So we're gonna have a look at the assets and grab the, the cash number there.

Let's just copy that out.

And then we're gonna go and do exactly the same thing for multiple securities.

So you'll notice that the required stable funding factor for multiple securities is 5%.

The inference there is it's slightly more risky to hold multiple securities than it is to hold cash to require, uh, a little bit more stable funding.

Let's go and pick up under the asset section of the balance sheet, the Hong Kong government debt certificates, which look like the marketable securities we are looking for.

And we also wanna do exactly the same thing for financial investments.

So we're gonna pick up the appropriate funding factor, we've got 5% there, and multiply that out by on the balance sheet. If we go and have a look at the asset section of the balance sheet, the financial investments, uh, which is debt, and just copy that out to the right.

Okay, investment grade corporate debt.

Now interestingly, if we go and look at the required stable funding factor for investment grade corporate debt, you'll see it's 15%.

The inference there is a little bit more risky, so it requires a little bit more stable funding.

Let's go and have a look at the asset section of the balance sheet again and see what we've got.

So I can see on row 27, we've got some investment grade corporate debt there.

Let's copy that out.

And then investment mortgage backed securities.

Now we're getting a little bit more risky there.

Uh, we mentioned this earlier, these have got a, a required stable funding factor of 50%, but HSBC are not showing any of those on the face of the balance sheet. So we're gonna have zero there.

We're gonna do exactly the same thing for the derivatives.

So they've got a required stable funding factor of a hundred percent and we're gonna multiply that out by the derivative assets sitting on the balance sheet.

So if we go and find those there, they're on row 24 again.

Let's copy those out.

Now all the other assets, uh, uh, we're gonna lump together, they have in this question, um, a required stable funding factor of a hundred percent.

So we're gonna multiply that out by really everything else we are finding on the asset section of the balance sheet.

So let's just go back up, uh, and pick up everything that we have not picked up.

So I think we're looking at, um, E 23.

Uh, I think we're looking at E 25.

So let's just go back up and grab E 25, which is the loans and advances to banks.

I think we are looking at, uh, loans and advances personal in 26.

I think we are looking at loans and advances financial, uh, I think we're looking at prepayments.

We're looking at accrued tax assets, interests in associates, goodwill, and deferred tax assets.

So we're looking at all of those items.

Let's copy that out to the right.

Now having done that, we can add up the required stable funding.

And the final thing we need to do if we're gonna calculate the net stable Funding ratio is go and grab the available stable funding.

So let's go and grab the available stable funding from above and divide that by the required stable funding.

And we notice that the available stable funding is greater than the required stable funding.

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