Corporate Finance Quiz: Terminal Value Concepts
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Terminal Value ConceptsQuestion 1 of 20

An asset costs $100,000 and has an estimated salvage value of $10,000. For financial reporting, it is depreciated over 5 years using the straight-line method to its salvage value. For tax purposes, it is depreciated using the 3-year MACRS schedule (Y1=33.33%, Y2=44.45%, Y3=14.81%). The project is terminated after 3 years, and the asset is sold for $15,000. The firm's tax rate is 30%. What is the after-tax salvage value for use in a capital budgeting analysis?

$10,500
$12,723
$15,000
$24,300
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Corporate Finance Quiz

Corporate Finance Quiz: Terminal Value Concepts

Practice Terminal Value Concepts in Corporate Finance with focused quiz questions that help you check what you know, review explanations, and build confidence with test-style prompts.

What this quiz covers

This quiz focuses on Terminal Value Concepts, giving you a quick way to practice the rules, question types, and explanations that matter most for Corporate Finance.

How to use this quiz

Try each quiz question before looking at the correct answer. Use the explanations to review missed ideas, then come back to similar questions until the pattern feels familiar.

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Question 1

An asset costs $100,000 and has an estimated salvage value of $10,000. For financial reporting, it is depreciated over 5 years using the straight-line method to its salvage value. For tax purposes, it is depreciated using the 3-year MACRS schedule (Y1=33.33%, Y2=44.45%, Y3=14.81%). The project is terminated after 3 years, and the asset is sold for $15,000. The firm's tax rate is 30%. What is the after-tax salvage value for use in a capital budgeting analysis?

  1. $10,500
  2. $12,723 (correct answer)
  3. $15,000
  4. $24,300
Explanation: Capital budgeting analysis must use tax book value, not financial reporting book value. First, calculate the tax book value after 3 years. Total MACRS depreciation = (33.33% + 44.45% + 14.81%) * $100,000 = $92,590. The tax book value is $100,000 - $92,590 = $7,410. The taxable gain is the sale price minus the tax book value: $15,000 - $7,410 = $7,590. The tax on this gain is 0.30 * $7,590 = $2,277. The after-tax salvage value is the sale price minus the tax: $15,000 - $2,277 = $12,723.

Question 2

A project with a total NWC investment of $200,000 is being terminated. The calculated after-tax salvage value of its fixed assets is $120,000. Upon termination, inventory with a book and market value of $50,000 is not sold for cash but is instead transferred to another division within the firm for its continued use. The remainder of the NWC is liquidated for cash. Assuming a 25% tax rate, what is the project's terminal cash flow?

  1. $232,500
  2. $270,000 (correct answer)
  3. $320,000
  4. $370,000
Explanation: The terminal cash flow for this specific project analysis includes only the cash flows realized from its shutdown. The NWC component of the terminal cash flow is the amount of NWC that is converted back into cash. Since $50,000 of inventory was transferred and not liquidated, the cash recovered from NWC is $200,000 (total investment) - $50,000 (transferred value) = $150,000. The total terminal cash flow is the sum of the after-tax salvage value and the cash recovered from NWC: $120,000 + $150,000 = $270,000.

Question 3

A company is deciding between two depreciation methods for a new asset: straight-line (SL) and an accelerated method (MACRS). The asset will be used for a 5-year project and then sold at an expected market price. All other factors are held constant. How does the choice of the accelerated method over SL affect the project's terminal non-operating cash flow?

  1. It increases the terminal cash flow by increasing the after-tax salvage value.
  2. It decreases the terminal cash flow by reducing the after-tax salvage value. (correct answer)
  3. It has no effect on the terminal cash flow because total depreciation is the same over the asset's depreciable life.
  4. It increases the terminal cash flow by the amount of the final year's depreciation tax shield.
Explanation: The accelerated method allocates more depreciation to the earlier years. By the end of year 5, an asset depreciated under an accelerated method will have a lower book value than one depreciated using the straight-line method. When the asset is sold, a lower book value results in a larger taxable gain (or a smaller tax loss). A larger taxable gain leads to higher taxes paid upon sale, which in turn reduces the after-tax salvage value and the overall terminal cash flow.

Question 4

A 10-year project requires an initial investment in land for $1,000,000 and equipment for $500,000. The equipment will be fully depreciated over the 10 years and have a zero salvage value. The land is not depreciable and is expected to be sold for $1,200,000 at the project's conclusion. The project also requires a $100,000 investment in NWC, which is recovered at termination. Assuming the tax rate on all income and gains is 30%, what is the project's total terminal cash flow?

  1. $940,000
  2. $1,210,000
  3. $1,240,000 (correct answer)
  4. $1,300,000
Explanation: The terminal cash flow has three components: equipment ATSV, land ATSV, and NWC recovery. 1) Equipment ATSV: Since salvage value and book value are both $0, the equipment ATSV is $0. 2) Land ATSV: Land is not depreciable, so its book value is its original cost of $1,000,000. The taxable gain on the sale is $1,200,000 (sale price) - $1,000,000 (book value) = $200,000. The tax on this gain is 0.30 * $200,000 = $60,000. The after-tax proceeds from the land are $1,200,000 - $60,000 = $1,140,000. 3) NWC Recovery: $100,000 is recovered tax-free. Total TCF = $0 + $1,140,000 + $100,000 = $1,240,000.

Question 5

A project that cost $60,000 is being terminated after 7 years. The asset was being depreciated straight-line over 10 years to a zero balance. Due to technological obsolescence, the asset cannot be sold and must be abandoned for $0. The project's $15,000 in net working capital will be fully recovered. The firm's tax rate is 35%. What is the terminal cash flow?

  1. $8,700
  2. $9,750
  3. $15,000
  4. $21,300 (correct answer)
Explanation: First, determine the book value (BV) of the asset at abandonment. Annual depreciation = $60,000 / 10 = $6,000. After 7 years, accumulated depreciation is 7 * $6,000 = $42,000. BV = $60,000 - $42,000 = $18,000. Abandoning the asset for $0 results in a capital loss equal to the book value: $0 - 18,000=−18,000 = -18,000. This loss creates a tax shield of 0.35 * $18,000 = 6,300.Theafter−taxsalvagevalue(ATSV)istheproceeds(6,300. The after-tax salvage value (ATSV) is the proceeds (0) plus the tax shield ($6,300), totaling $6,300. The total terminal cash flow is the ATSV plus the NWC recovery: $6,300 + $15,000 = $21,300.

Question 6

A 5-year project has a calculated total terminal cash flow of $100,200. This figure includes the recovery of a $30,000 net working capital investment. The project's only asset was purchased for $250,000 and was depreciated straight-line to zero over the 5 years. If the firm's tax rate is 40%, what was the pre-tax salvage value (sale price) of the asset?

  1. $70,200
  2. $117,000 (correct answer)
  3. $167,000
  4. $217,000
Explanation: This problem requires working backwards. Total TCF = ATSV + NWC Recovery. So, $100,200 = ATSV + $30,000, which means ATSV = $70,200. The asset was fully depreciated, so its book value (BV) is $0. The ATSV formula is: ATSV = SV - Tax * (SV - BV). Substituting the known values: $70,200 = SV - 0.40 * (SV - $0). This simplifies to $70,200 = SV * (1 - 0.40), or $70,200 = 0.60 * SV. Solving for SV: SV = $70,200 / 0.60 = $117,000.

Question 7

A project's terminal cash flow consists of after-tax salvage value from equipment and the recovery of net working capital. If the actual inflation rate over the project's life is significantly higher than was anticipated when the NWC investment was made, what is the most likely consequence?

  1. The real value of the recovered net working capital will be lower than the real value of the capital initially invested. (correct answer)
  2. The tax on the capital gain from selling the equipment will be lower, as inflation reduces the taxable gain.
  3. The nominal amount of net working capital recovered will be less than the nominal amount initially invested.
  4. The firm will be able to claim a tax deduction for the loss of purchasing power on its working capital.
Explanation: Net working capital investment is a nominal cash flow. A firm invests a certain number of dollars at the beginning of a project and recovers that same number of nominal dollars at the end. If inflation has occurred, the dollars recovered at the end of the project have less purchasing power than the dollars that were initially invested. Therefore, the real value of the NWC recovery is lower than the real value of the initial investment, representing a real economic loss for the firm.

Question 8

A firm is calculating the terminal cash flow for a 4-year project. Key data includes: Equipment cost of $400,000, depreciated straight-line to zero over 4 years; expected salvage value of $50,000; initial NWC of $60,000 with an additional $10,000 required in Year 2; and tax-deductible site restoration costs of $20,000 due in Year 4. The firm's tax rate is 22%. What is the project's total terminal cash flow?

  1. $89,000
  2. $93,400 (correct answer)
  3. $97,800
  4. $100,000
Explanation: The terminal cash flow has three components: 1) ATSV: The asset is fully depreciated (BV=$0). Gain = $50,000. Tax = 0.22 * $50,000 = $11,000. ATSV = $50,000 - $11,000 = $39,000. 2) NWC Recovery: Total NWC invested is $60,000 + $10,000 = $70,000. This is recovered tax-free. 3) After-tax shutdown costs: The restoration cost is a $20,000 cash outflow, but it creates a tax shield of 0.22 * $20,000 = $4,400. The net cash cost is $20,000 - $4,400 = $15,600. Total TCF = ATSV + NWC Recovery - After-tax shutdown cost = $39,000 + $70,000 - $15,600 = $93,400.

Question 9

A project's termination involves an after-tax salvage value of $50,000 and a net working capital recovery of $100,000. However, the company must also pay $180,000 in tax-deductible site restoration and severance costs. If the company's marginal tax rate is 25%, what is the net terminal cash flow?

  1. $15,000 (correct answer)
  2. -$30,000
  3. $150,000
  4. $195,000
Explanation: When evaluating terminal cash flows, you need to consider all cash effects occurring at project end, including the tax implications of each component. Let's calculate each element systematically. The after-tax salvage value of $50,000 is already stated net of taxes, so it contributes $50,000 to cash flow. The net working capital recovery of $100,000 represents cash freed up when inventory and receivables are collected and payables are settled—this creates a positive $100,000 cash flow with no tax effect. The restoration and severance costs of $180,000 are tax-deductible expenses. Since they reduce taxable income, they create a tax shield of $180,000×0.25=45,000180,000 × 0.25 = 45,000 .Thenetcashoutflowforthesecostsistherefore. The net cash outflow for these costs is therefore 180,000−45,000=135,000180,000 - 45,000 = 135,000 $. Total terminal cash flow: 50,000 + 100,000 - 135,000 = 15,000 Answer A (15,000)correctlycapturesalltheseeffects.AnswerB(−15,000) correctly captures all these effects. Answer B (-30,000) likely ignores the tax deductibility of the restoration costs, treating the full 180,000asacashoutflow.AnswerC(180,000 as a cash outflow. Answer C (150,000) appears to ignore the restoration costs entirely, only considering the positive cash flows. Answer D (195,000)probablyaddsthefulltaxshield(195,000) probably adds the full tax shield (45,000) to the other positive flows instead of using it to offset the restoration costs. Remember: terminal cash flows require careful attention to tax effects. Always distinguish between tax-deductible expenses (which create shields) and after-tax amounts already given. This distinction frequently appears on corporate finance exams.

Question 10

A project required an initial net working capital investment that was a net source of cash, resulting in a change in NWC of –$20,000. At the end of the project, this position is reversed. Concurrently, an asset with a book value of $30,000 is sold for $50,000. The firm's tax rate is 20%. What is the total terminal cash flow?

  1. $22,000
  2. $26,000 (correct answer)
  3. $30,000
  4. $66,000
Explanation: First, calculate the after-tax salvage value (ATSV). The gain on the sale is $50,000 - $30,000 = $20,000. The tax on this gain is 0.20 * $20,000 = $4,000. The ATSV is $50,000 - $4,000 = 46,000.Next,considertheNWCreversal.AninitialNWCchangeof–46,000. Next, consider the NWC reversal. An initial NWC change of –20,000 was a cash inflow (e.g., accounts payable increased more than current assets). Reversing this at the end of the project requires a cash OUTFLOW of $20,000 to settle these obligations. The total terminal cash flow is ATSV + NWC reversal = $46,000 - $20,000 = $26,000.

Question 11

A firm is analyzing a replacement project with a 5-year life. The new machine will be sold for $30,000 at the end of year 5; its tax book value at that time will be $20,000. The old machine, if not replaced, could have been sold for $5,000 at that same time; its tax book value would have been $0. The project requires an initial NWC investment of $30,000, which is recovered at year 5. The tax rate is 25%. What is the incremental terminal cash flow for this replacement project?

  1. $45,000
  2. $53,750 (correct answer)
  3. $55,000
  4. $57,500
Explanation: Incremental terminal cash flow = TCF from New Asset - TCF from Old Asset. TCF(New): Gain = $30,000 - $20,000 = $10,000. Tax = 0.25 * $10,000 = $2,500. ATSV(New) = $30,000 - $2,500 = $27,500. TCF(New) = ATSV(New) + NWC Recovery = $27,500 + $30,000 = $57,500. TCF(Old): Gain = $5,000 - $0 = $5,000. Tax = 0.25 * $5,000 = $1,250. ATSV(Old) = $5,000 - $1,250 = $3,750. Incremental TCF = $57,500 - $3,750 = $53,750.

Question 12

A firm is ending a 5-year project. The equipment cost $120,000 and was depreciated straight-line over an 8-year life with no residual value. At project termination, the equipment is sold for $45,000. Additionally, $20,000 of net working capital is recovered. The firm's tax rate is 25%. What is the project's total terminal cash flow?

  1. $65,000 (correct answer)
  2. $53,750
  3. $76,250
  4. $45,000
Explanation: When calculating terminal cash flow for a project, you need to consider both the after-tax proceeds from asset sales and any working capital recovery. The key insight is that selling equipment above its book value creates a taxable gain. First, determine the equipment's book value after 5 years. With straight-line depreciation over 8 years: Annual depreciation=$120,0008=$15,000\text{Annual depreciation} = \frac{\$120,000}{8} = \$15,000. After 5 years, total depreciation is 5×$15,000=$75,0005 \times \$15,000 = \$75,000, leaving a book value of $120,000−$75,000=$45,000\$120,000 - \$75,000 = \$45,000. Since the equipment sells for exactly its book value ($45,000), there's no gain or loss, meaning no tax impact on the sale. The after-tax proceeds from the equipment sale are simply $45,000. Add the $20,000 working capital recovery (which is always tax-free), and total terminal cash flow equals $\45,000 + $20,000 = $65,000 . Answer A (65,000)iscorrect.AnswerB(65,000) is correct. Answer B (53,750) incorrectly applies taxes to the entire sale proceeds rather than recognizing there's no taxable gain. Answer C (76,250)mistakenlytreatsthesaleasgeneratingataxbenefitratherthanbeingtax−neutral.AnswerD(76,250) mistakenly treats the sale as generating a tax benefit rather than being tax-neutral. Answer D (45,000) ignores the working capital recovery entirely. Remember this pattern: terminal cash flow always includes working capital recovery plus after-tax asset disposal proceeds. Calculate the tax impact only on the difference between sale price and book value, not the entire sale amount.

Question 13

A company is terminating a 4-year project. The project's main asset was purchased for $500,000 and was being depreciated using the straight-line method over a 5-year life with no assumed residual value. At the end of year 4, the asset is sold for $80,000. The company's marginal tax rate is 30%. What is the after-tax salvage value of the asset?

  1. $56,000
  2. $74,000
  3. $80,000
  4. $86,000 (correct answer)
Explanation: The after-tax salvage value (ATSV) is calculated as: Salvage Value - Tax Rate * (Salvage Value - Book Value). First, calculate the book value (BV) at the time of sale. Annual Depreciation = $500,000 / 5 years = $100,000. Accumulated Depreciation after 4 years = 4 * $100,000 = $400,000. BV = Cost - Accumulated Depreciation = $500,000 - $400,000 = $100,000. The asset is sold for $80,000, which is less than its book value, resulting in a capital loss of 20,000(20,000 (80,000 - $100,000). This loss creates a tax shield of 30% * $20,000 = $6,000. The ATSV is the sale price plus the tax shield: $80,000 + $6,000 = $86,000.

Question 14

When a firm is calculating the terminal cash flow for a project shutdown, which of the following items would be part of the final year's operating cash flow calculation rather than the terminal non-operating cash flow calculation?

  1. The tax shield resulting from the final year of depreciation. (correct answer)
  2. Cash proceeds from the sale of the project's fixed assets.
  3. The cash inflow from the liquidation of the project's inventory.
  4. Tax-deductible severance payments for laid-off project employees.
Explanation: When analyzing project termination, you need to distinguish between operating cash flows (which flow through the income statement) and terminal non-operating cash flows (which represent one-time liquidation proceeds). The key is understanding what constitutes normal business operations versus asset disposal. The tax shield from final year depreciation (A) is part of operating cash flow because depreciation is a regular operating expense that reduces taxable income throughout the project's life, including the final year. This tax benefit flows through the income statement and affects operating cash flow calculations just like any other year. The other options all represent terminal non-operating cash flows. Cash proceeds from selling fixed assets (B) are capital transactions that occur at project termination, not operating income. These proceeds (along with any associated taxes on gains/losses) are treated separately from operating cash flows. Similarly, liquidating inventory (C) represents converting working capital back to cash at project end—this is a balance sheet adjustment, not an operating activity. Tax-deductible severance payments (D), while they do provide tax benefits, are one-time termination costs associated with shutting down the project rather than ongoing operating expenses. Remember this distinction: if the cash flow would appear on a normal year's income statement during the project's operation, it's operating cash flow. If it only occurs because you're shutting down the project (asset sales, working capital recovery, termination costs), it's terminal non-operating cash flow. Depreciation and its tax shield are always operating items, regardless of which year they occur.

Question 15

A firm is analyzing the terminal cash flow for a 4-year project. The project required an initial NWC investment of $50,000, an additional $10,000 in year 1, and another $5,000 in year 2. The project's main asset, which cost $300,000, will be fully depreciated straight-line over 4 years and sold for $40,000. The firm's tax rate is 21%. What is the project's total terminal cash flow in year 4?

  1. $81,600
  2. $82,950
  3. $96,600 (correct answer)
  4. $105,000
Explanation: The terminal cash flow is the sum of after-tax salvage value (ATSV) and NWC recovery. NWC Recovery: The total investment in NWC is $50,000 + $10,000 + $5,000 = $65,000. This entire amount is recovered tax-free at t=4. ATSV: The asset is fully depreciated, so its book value is $0. The sale for $40,000 creates a taxable gain of $40,000. Tax on gain = 0.21 * $40,000 = $8,400. ATSV = $40,000 - $8,400 = $31,600. Total Terminal Cash Flow = ATSV + NWC Recovery = $31,600 + $65,000 = $96,600.

Question 16

A company is shutting down a 5-year project. The equipment, originally purchased for $8,000,000, was depreciated using the 7-year MACRS schedule. At the end of year 5, it can be sold for an estimated $1,500,000. The project required an upfront NWC investment of $750,000, which will be fully recovered. The firm's tax rate is 21%. Relevant MACRS rates for a 7-year asset are: Y1=14.29%, Y2=24.49%, Y3=17.49%, Y4=12.49%, Y5=8.93%. Calculate the terminal cash flow, ignoring any extraneous information.

  1. $1,935,000
  2. $2,190,192
  3. $2,250,000
  4. $2,309,808 (correct answer)
Explanation: First, calculate the book value (BV). Total depreciation % after 5 years = 14.29 + 24.49 + 17.49 + 12.49 + 8.93 = 77.69%. Accumulated Depreciation = $8,000,000 * 0.7769 = $6,215,200. BV = $8,000,000 - $6,215,200 = $1,784,800. Next, calculate ATSV. The sale at $1.5M is below BV, creating a loss of $1,784,800 - $1,500,000 = $284,800. This loss generates a tax shield of 0.21 * $284,800 = $59,808. ATSV = Sale Price + Tax Shield = $1,500,000 + $59,808 = $1,559,808. Finally, add NWC recovery. Total TCF = $1,559,808 + $750,000 = $2,309,808.

Question 17

A project with a 3-year life required an initial equipment purchase of $200,000 and an upfront investment in net working capital of $40,000. The equipment was fully depreciated on a straight-line basis over the 3 years. At the end of the project, the equipment is sold for $25,000 and the net working capital is fully recovered. If the firm's tax rate is 25%, what is the total terminal cash flow for the project?

  1. $48,750
  2. $58,750 (correct answer)
  3. $65,000
  4. $71,250
Explanation: The terminal cash flow consists of the after-tax salvage value (ATSV) and the recovery of net working capital (NWC). First, calculate the ATSV. Since the asset is fully depreciated, its book value is $0. The sale for $25,000 results in a taxable gain of $25,000. The tax on this gain is 0.25 * $25,000 = $6,250. The ATSV is $25,000 - $6,250 = $18,750. The full NWC investment of $40,000 is recovered as a non-taxable cash inflow. Total Terminal Cash Flow = ATSV + NWC Recovery = $18,750 + $40,000 = $58,750.

Question 18

A project requires an initial asset purchase of $1,000,000 and an NWC investment of $80,000. The asset belongs to the 5-year MACRS class and the project will last 5 years. The asset is expected to be salvaged for $150,000. The firm's tax rate is 40%. Given the 5-year MACRS depreciation rates are 20%, 32%, 19.2%, 11.52%, and 11.52% for years 1-5 respectively, calculate the project's terminal cash flow.

  1. $161,040
  2. $170,000
  3. $193,040 (correct answer)
  4. $230,000
Explanation: First, find the book value (BV) at the end of year 5. Total depreciation percentage for years 1-5 is 20 + 32 + 19.2 + 11.52 + 11.52 = 94.24%. Accumulated Depreciation = $1,000,000 * 0.9424 = $942,400. BV = $1,000,000 - $942,400 = $57,600. Next, calculate the ATSV. Gain = Salvage - BV = $150,000 - $57,600 = $92,400. Tax on gain = 0.40 * $92,400 = $36,960. ATSV = $150,000 - $36,960 = $113,040. Finally, add the tax-free NWC recovery. Total TCF = ATSV + NWC Recovery = $113,040 + $80,000 = $193,040.

Question 19

DataTech Industries is replacing its server infrastructure. The old servers have a remaining book value of $75,000 and can be sold immediately for $45,000. The company's marginal tax rate is 30%.

If DataTech sells the old servers as part of this capital budgeting decision, what is the net cash flow from the asset disposal that should be included in the initial investment calculation?

  1. $45,000 cash inflow
  2. $54,000 cash inflow (correct answer)
  3. $36,000 cash inflow
  4. $66,000 cash inflow
Explanation: The disposal results in a loss of 30,000(30,000 (75,000 book value - $45,000 sale price). This loss provides a tax shield of $30,000 × 0.30 = $9,000. Net cash flow = $45,000 sale proceeds + $9,000 tax benefit = $54,000. Choice A ignores the tax implications entirely. Choice C incorrectly applies the tax rate to the sale proceeds rather than recognizing the tax benefit from the loss. Choice D incorrectly adds the full book value loss to the proceeds.

Question 20

LogisticsPro is evaluating a warehouse automation project where the equipment will be leased to another company at project end instead of being sold. The 4-year lease will provide $60,000 annually. The equipment cost $1.5M, is being depreciated over 10 years straight-line to $150,000 salvage value, and has a current market value of $800,000 after 6 years of use. Working capital of $200,000 will be recovered, but $50,000 in specialized inventory will be donated (providing a tax deduction at cost). Tax rate is 32%. For terminal value purposes, what is the present value of the lease arrangement if the discount rate is 8%?

  1. $198,594 plus working capital and donation benefits (correct answer)
  2. $240,000 plus working capital and donation benefits
  3. $166,548 plus working capital and donation benefits
  4. $158,766 plus working capital and donation benefits
Explanation: The lease provides $60,000 annually for 4 years. Present value = $60,000 × [1 - (1.08)^-4]/0.08 = $60,000 × 3.3121 = $198,726. This is closest to choice A at $198,594. The other components are: Working capital recovery of $200,000 (immediate cash flow). Inventory donation provides tax deduction of $50,000 × 0.32 = $16,000 benefit. Choice B incorrectly uses the nominal sum without discounting. Choice C appears to use an incorrect discount factor. Choice D uses wrong calculations for the annuity present value. Note that the equipment's book value and market value are relevant for comparison but don't directly affect the lease PV calculation.