Cash Flows & Valuation

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Business Finance

BA303 ♦ Spring 2013

Michael Dimond

Module F: Cash Flows & Valuation

• Big module

• Start HW early so you have time to digest the topics

• I recommend you stop when you get to the big, comprehensive problems.

We’ll be working on these in class, which will make the HW easier.

Michael Dimond

School of Business Administration

Discounting the cash flows is the easy part…

• Computing the correct cash flow is a little more complicated.

• Trying to accurately predict the future (plus or minus a little  )

• Trying to use accounting figures to show economic reality

• You must understand what the number represents and what went into it before you can present an accurate valuation.

• Remember the financial statements?

• Income statement

• Balance sheet

• Statement of cash flows

• You will be computing cash flows…

• from financial statements to evaluate existing businesses

• from pro forma financials to evaluate proposals and scenarios

• You may need to measure sensitivity to certain inputs

• What if sales or costs are less than (or more than) expected?

• What if growth is less than (or more than) expected?

Michael Dimond

School of Business Administration

What CF do stockholders really buy?

• Dividend?

• Net Income?

• Free Cash Flow?

• To understand cash flow, you must understand financial statements and what the figures represent

Michael Dimond

School of Business Administration

Cash Flows

• NOPAT = Net Operating Profit After Taxes

EBIT(1-t)

• OCF = Operating Cash Flow

NOPAT + Depreciation Expense

NI + Interest + Depreciation Expense

• NOTE: Operating Cash Flow is not the same as Cash Flow from Operations

• FCF = Free Cash Flow

OCF – Net Cash Investment in Operating Capital

• Free Cash Flow: The cash generated which is available to satisfy the needs of lenders and the wants of investors.

• FCFE = Free Cash Flow for Equity

FCF – Net Cash Flow to Debt

• Free Cash Flow to for Equity: The cash generated which is available to satisfy the wants of investors.

Michael Dimond

School of Business Administration

Working with financial statement data

• Accounting figures are distorted for several reasons

• Rules & laws

• Assumptions & “Generally Accepted Accounting Principles”

• Inaccuracies & manipulations

• Financial Analysis tries to get those numbers to represent economic reality

• Non-cash “expenses”

• Categorization of revenues and expenses

• Operating Cash Flow (OCF) is the basic starting point of all valuation efforts

• Need to understand the figures being used

• OCF = NOPAT + Depreciation Expense

• NOPAT = EBIT(1-t)

• :. OCF = EBIT(1-t) + Depreciation Expense

Michael Dimond

School of Business Administration

EBIT

• Given a bunch of financial data, how do you compute EBIT?

• Top down or bottom up?

• Bottom up is easier to remember

• Top down helps you understand better

• Building a pro forma income statement

Michael Dimond

School of Business Administration

Tax Rate

• Tax expense ÷ EBT (Earnings Before Taxes)

• EBT is also called Net Profit Before Taxes

• Average tax rate

• Marginal tax rate

• Typical tax rates in finance problems will be 34%, 35% or 40%. This is not true in real life.

Michael Dimond

School of Business Administration

Depreciation

• What is depreciation?

• Straightline vs MACRS

• Why do we adjust for depreciation when computing OCF?

• What about other non-cash expenses?

Michael Dimond

School of Business Administration

Operating Cash Flow (OCF)

• EBIT = …

• NI + Tax + Interest

• Sales – Direct Costs – Indirect Costs – Depreciation

• Sales – Total Variable Costs – Total Fixed Costs – Depreciation

• Tax rate = …

Might be given (e.g. 34%, 35%, 40%)

• Might be derived from Tax ÷ EBT

EBT = EBIT - Interest

• NOPAT = EBIT(1-t)

• OCF = NOPAT + Depreciation Expense

Michael Dimond

School of Business Administration

Michael Dimond

School of Business Administration

Michael Dimond

School of Business Administration

Michael Dimond

School of Business Administration

Operating Cash Flow (OCF)

• From the income statement

• EBIT x (1-t) + Depreciation = OCF

• 370 x (1-0.4) + 100 = 322

Michael Dimond

School of Business Administration

OCF

FCF

• FCF = Free Cash Flow

• Free Cash Flow: The cash generated which is available to satisfy the needs of lenders and the wants of investors.

OCF – Net Cash Investment in Operating Capital

• What is operating capital?

• Assets used for operating purposes

• Not financial assets

• Operating assets can be classified as Fixed Assets and Current Assets

• Fixed assets are normally capitalized, so depreciation is involved

• Current Assets are also called Working Capital. We really care about Net Working

Capital

• Net Working Capital is Current Assets – Current Liabilities

• Are all current liabilities operating items?

• NWC for our purposes will be limited to operating items only, so…

NWC = Current Assets

– (Accounts Payable + Accruals) which should be the same as

NWC = Current Assets – (Current Liabilities – Non-operating CLs)

Michael Dimond

School of Business Administration

OCF

FCF

• OCF – Δ NFA – Δ NCA = FCF

• 322 – 300 – 0 = 22

• Fixed Assets increased

200, and depreciation was 100, so

Δ NFA = 300

• How much did current assets change?

• How much did AP &

Accruals change?

Michael Dimond

School of Business Administration

OCF

FCF

• OCF – Δ NFA – Δ NCA = FCF

• 322 – 300 – 0 = 22

• Current Assets increased 100, so

Δ CA = 100

• CL

OP

(AP + Accruals) was

700 in 2011 and

800 in 2012, so

Δ CL

OP

= 100

• We need the Net amount, so we subtract:

Δ CA - Δ CL

OP

= Δ NCA

100 - 100 = 0

Michael Dimond

School of Business Administration

Capital Budgeting Decisions

• To make an objective business decision, we have to understand the scenario, the relevant cash flows, the change in cash flow caused by the decision, and the net present value of those incremental cash flows.

• At its simplest, it might be like this capital budget proposal:

Initial Investment

Incremental CF

Terminal Value

Total CF

PV

NPV (Sum of PVs, less Initial Investment)

IRR

PBP

9% Hurdle Rate

YEAR 0

(1,110,400)

(1,110,400)

(1,110,400.0000)

100,900.3907

12.24%

3.91

257,200

257,200

235,963.3028

1

344,400

344,400

289,874.5897

2

274,200

274,200

211,732.7102

3

258,800

258,800

183,340.4446

4

274,800

172,000

446,800

290,389.3434

5

• Is life ever that simple?

Michael Dimond

School of Business Administration

Capital Budgeting Decisions

• More realistically, it will be something like this:

• (based on P11-29)

• Holliday Manufacturing is considering the replacement of an existing machine.

The new machine costs $1.2 million and requires installation costs of

$150,000. The existing machine can be sold currently for $185,000 before taxes. The old machine is 2 years old, cost $800,000 when purchased, and has a $384,000 book value and a remaining useful life of 5 years. It was being depreciated under MACRS using a 5-year recovery period, so it has the final 4 years of depreciation remaining. If it is held for 5 more years, the machine’s market value at the end of year 5 will be zero. Over its 5-year life, the new machine should reduce operating costs by $350,000 per year, and will be depreciated under MACRS using a 5-year recovery period. The new machine can be sold for $200,000 net of removal and cleanup costs at the end of 5 years. A $25,000 increase in net working capital will be required to support operations if the new machine is acquired. The firm has adequate operations against which to deduct any losses experienced on the sale of the existing machine. The firm has a 9% cost of capital and is subject to a 40% tax rate.

Should they accept or reject the proposal to replace the machine?

Michael Dimond

School of Business Administration

Capital Budgeting Decisions

• Step 1:

Michael Dimond

School of Business Administration

Break a complicated problem into smaller pieces

• To make an objective capital budget decision, we have to understand the scenario, the relevant cash flows, the change in cash flow caused by the decision, and the net present value of those incremental cash flows.

• Scenario

• Invest in replacement machine (Proposal) or stick with old machine (BAU)

• Relevant Cash Flows

• Initial investment (net cost to acquire and install the new machine)

• Annual net benefit

• Terminal value (What the new machine will be worth at the end of the timeline)

• Incremental Cash Flows (ie, what changes because of the decision?)

• Compare the relevant CFs to the Business-As-Usual (BAU) CFs

• DCF Analysis (the easy part)

• Discount the incremental cash flows at the hurdle rate

• Objective Decision

• Positive NPV, IRR > Hurdle Rate, Acceptable Payback Period

Michael Dimond

School of Business Administration

Scenario

• How long is the timeline?

• What happens, and when?

Proposal:

0 1 2

Sell old machine

Buy new machine

Install new machine

Increase NWC needs

Reduced

Operating

Costs

Reduced

Operating

Costs

3

Reduced

Operating

Costs

4 5

Reduced

Operating

Costs

Reduced Op. Costs

Sell “new” machine

Reduce NWC needs

Michael Dimond

School of Business Administration

Relevant Cash Flows

• What are the cash inflows and outflows?

Proposal:

0 1

Sell old machine

Buy new machine

Install new machine

Increase NWC needs

Reduced

Operating

Costs

2

Reduced

Operating

Costs

3

Reduced

Operating

Costs

4 5

Reduced

Operating

Costs

Reduced Op. Costs

Sell “new” machine

Reduce NWC needs

Michael Dimond

School of Business Administration

Initial Investment

• Sell old machine

• $185,000 before taxes

• Gain or loss on sale of asset?

• Proceeds – Book Value = Gain or (Loss)

• What was the book value? $384,000

• 185k – 384k = (199k)

• Tax Rate x Gain or (Loss) = Tax Effect

• 40% x ($199,000) = ($79,600) :. The company will pay less tax because of the loss.

• After-tax Proceeds = $185,000 – ($79,600) = $264,600

• Buy New Machine

• $1,200,000

• Install new machine

• $150,000

• Increase NWC (Net Working Capital) needs

• $25,000

Michael Dimond

School of Business Administration

• (based on P11-29)

• Holliday Manufacturing is considering the replacement of an existing machine.

The new machine costs $1.2 million and requires installation costs of

$150,000. The existing machine can be sold currently for $185,000 before taxes. The old machine is 2 years old, cost $800,000 when purchased, and has a $384,000 book value and a remaining useful life of 5 years. It was being depreciated under MACRS using a 5-year recovery period, so it has the final 4 years of depreciation remaining. If it is held for 5 more years, the machine’s market value at the end of year 5 will be zero. Over its 5-year life, the new machine should reduce operating costs by $350,000 per year, and will be depreciated under MACRS using a 5-year recovery period. The new machine can be sold for $200,000 net of removal and cleanup costs at the end of 5 years. A $25,000 increase in net working capital will be required to support operations if the new machine is acquired. The firm has adequate operations against which to deduct any losses experienced on the sale of the existing machine. The firm has a 9% cost of capital and is subject to a 40% tax rate.

Should they accept or reject the proposal to replace the machine?

Michael Dimond

School of Business Administration

Terminal Value

• Terminal Value

• Terminal value is the is the remaining value a project has after the intermediate cash flows have all happened.

• Terminal Value is sometimes called residual value. On a capital project, it might be called salvage value.

• Sell “new” machine after year 5

• $200,000 before taxes

• Gain or loss on sale of asset?

• Proceeds – Book Value = Gain or (Loss)

• What was the book value? $67,500

• 200k – 67.5k = 132.5k Gain

• Tax Rate x Gain or (Loss) = Tax Effect

• 40% x $132,500 = $53,000 :. The company will pay more tax because of the gain.

• After-tax Proceeds = $200,000 – $53,000 = $147,000

• Decrease NWC needs

• $25,000

Michael Dimond

School of Business Administration

Book Value of “new” machine after 5 years

• Cost = $1,350k

Remember, this includes cost + installation

• D1 = 270 k (20%)

• D2 = 432 k (32%)

• D3 = 256.5k (19%)

• D4 = 162 k (12%)

• D5 = 162 k (12%)

• BV = $67.5k

Michael Dimond

School of Business Administration

Relevant Cash Flows

• What are the cash inflows and outflows?

Proposal:

0 1 2 3 4 5

Sell old machine

Buy new machine

Install new machine

Increase NWC needs

Reduced

Operating

Costs

Reduced

Operating

Costs

Reduced

Operating

Costs

Reduced

Operating

Costs

Reduced Op. Costs

Sell “new” machine

Reduce NWC needs

$264,600 Inflow

$1,200,000 Outflow

$150,000 Outflow

$25,000 Outflow

_________________

Io = $1,110,400

Outflow

$147,000 Inflow

$25,000 Inflow

__________________

TV = $172,000

Inflow

$350k $350k $350k $350k

• Is that all?

• We also need to consider the effect which depreciation has on tax expense.

$350k

Michael Dimond

School of Business Administration

Relevant Cash Flows

• Depreciation is a non-cash expense, but it does have an effect on tax expense (therefore depreciation has an effect on a cash flow).

CF for New Machine

Reduction in Operating Cost

Depreciation

Net Profit before Tax

Tax (@40%)

Net Profit After Tax

Operating Cash Flow

YEAR 0

350,000

270,000

1

80,000

32,000

48,000

318,000

350,000

432,000

2

(82,000)

(32,800)

(49,200)

382,800

350,000

256,500

3

93,500

37,400

56,100

312,600

350,000

162,000

4

188,000

75,200

112,800

274,800

350,000

162,000

5

188,000

75,200

112,800

274,800

Michael Dimond

School of Business Administration

Incremental Cash Flows

• What & when would the BAU cash flows be?

• No cost savings

• What about the effect which depreciation would have had on tax expense?

• What salvage value would the existing (BAU) equipment have after year 5?

CF for Old Machine

YEAR 0 1 2 3 4 5

Depreciation

Net Profit before Tax

Tax (@40%)

Net Profit After Tax

Operating Cash Flow

152,000

(152,000)

(60,800)

(91,200)

60,800

96,000

(96,000)

(38,400)

(57,600)

38,400

96,000

(96,000)

(38,400)

(57,600)

38,400

40,000

(40,000)

(16,000)

(24,000)

16,000

-

-

-

-

-

• What is the difference between BAU and the proposal cash flows?

Incremental CF

New Machine CF

Old Machine CF

Incremental CF (Difference)

YEAR 0

318,000

60,800

257,200

1

382,800

38,400

344,400

2

312,600

38,400

274,200

3

274,800

16,000

258,800

4

274,800

-

274,800

5

Michael Dimond

School of Business Administration

DCF analysis

• What is the hurdle rate?

• 9.0%

• What/when are the incremental cash flows?

Initial Investment

Incremental CF

Terminal Value

Total CF

PV

NPV (Sum of PVs, less Initial Investment)

IRR

PBP

9% Hurdle Rate

YEAR 0

(1,110,400)

(1,110,400)

(1,110,400.0000)

100,900.3907

12.24%

3.91

257,200

257,200

235,963.3028

1

344,400

344,400

289,874.5897

2

274,200

274,200

211,732.7102

3

258,800

258,800

183,340.4446

4

274,800

172,000

446,800

290,389.3434

5

Michael Dimond

School of Business Administration

Objective decision

• Do the incremental cash flows have a positive NPV?

• Yes, $100,900

• Is the IRR greater than the hurdle rate?

• Yes, 12.2% > 9.0%

• Is the payback period acceptable?

• Depends on what management says about PBP, but NPV and IRR should be used to make the actual decision. I use PBP just to show a complete picture.

Initial Investment

Incremental CF

Terminal Value

Total CF

PV

NPV (Sum of PVs, less Initial Investment)

IRR

PBP

9% Hurdle Rate

YEAR 0

(1,110,400)

(1,110,400)

(1,110,400.0000)

100,900.3907

12.24%

3.91

257,200

257,200

235,963.3028

1

344,400

344,400

289,874.5897

2

274,200

274,200

211,732.7102

3

258,800

258,800

183,340.4446

4

274,800

172,000

446,800

290,389.3434

5

Michael Dimond

School of Business Administration

What else can we do with valuation?

• The decision is not always, “should we do this or not.”

Sometimes the decision is “which alternative should we choose?” For example:

• Should we lease or buy an asset?

• Should we make a component or buy a component?

• Sometimes the reason we value something is for investment purposes

• What is this stock worth, and why ?

• Should we buy this stock? Should we sell? Should we wait?

Michael Dimond

School of Business Administration

Lease vs Buy Decision – Lessee’s POV

• To make an objective lease-vs-buy decision, you need to compute the Net Advantage to Leasing (NAL).

• The Net Advantage to Leasing is the cost of ownership minus the cost of leasing

• Cost of ownership is the PV of the purchase scenario

• Cost of leasing is the PV of the leasing scenario

• NAL = PV own

– PV lease

Michael Dimond

School of Business Administration

Lease vs Buy Decision – Lessee’s POV

• Example: 2-year Asset Lease vs Buy Decision

Year 0

Cost of Owning

Equipment cost

Loan amount

Interest expense

Tax savings from interest

Principal repayment

Tax savings from depreciation

$ (100.000)

$ 100.000

Net cash flow

PV @6%

Cost of ownership

$ -

$ (63.332)

$ 63.332

Year 1

$ (10.000)

$ 4.000

$ 20.000

$ 14.000

Year 2

$ (10.000)

$ 4.000

$ (100.000)

$ 20.000

$ (86.000)

Cost of Leasing

Lease payment

Tax savings from lease

Net cash flow

PV @ 6%

Cost of leasing

Cost of ownership

Cost of leasing

NAL

$ -

$ (60.502)

$ 60.502

$ (55.000)

$ 22.000

$ (33.000)

$ (55.000)

$ 22.000

$ (33.000)

$ 63.332

$ 60.502

$ 2.830

Michael Dimond

School of Business Administration

Make vs Buy Decision

Michael Dimond

School of Business Administration

What CF do stockholders really buy?

• Dividend?

• Net Income?

• Free Cash Flow?

• To understand cash flow, you must understand financial statements and what the figures represent

• Module G: Financial Statement Analysis

Michael Dimond

School of Business Administration

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