Helvering v. Bruun, 309 U.S. 461 (1940)
MR. JUSTICE ROBERTS delivered the opinion of the Court.
....
... On July 1, 1915, the respondent, as owner, leased a lot of land and the building thereon for a term of ninety-nine years.
The lease provided that the lessee might at any time, upon giving bond to secure rentals accruing in the two ensuing years, remove or tear down any building on the land, provided that no building should be removed or torn down after the lease became forfeited, or during the last three and one-half years of the term. The lessee was to surrender the land, upon termination of the lease, with all buildings and improvements thereon.
In 1929, the tenant demolished and removed the existing building and constructed a new one which had a useful life of not more than fifty years. July 1, 1933, the lease was cancelled for default in payment of rent and taxes, and the respondent regained possession of the land and building.
....
“... [At] said date, July 1, 1933, the building which had been erected upon said premises by the lessee had a fair market value of $64,245.68, and ... the unamortized cost of the old building, which was removed from the premises in 1929 to make way for the new building, was $12,811.43, thus leaving a net fair market value as at July 1, 1933, of $51,434.25, for the aforesaid new building erected upon the premises by the lessee.”
On the basis of these facts, the petitioner determined that, in 1933, the respondent realized a net gain of $51,434.25. The Board overruled his determination, and the Circuit Court of Appeals affirmed the Board's decision.
The course of administrative practice and judicial decision in respect of the question presented has not been uniform. In 1917, the Treasury ruled that the adjusted value of improvements installed upon leased premises is income to the lessor upon the termination of the lease. [footnote omitted] The ruling was incorporated in two succeeding editions of the Treasury Regulations. [footnote omitted] In 1919, the Circuit Court of Appeals for the Ninth Circuit held, in Miller v. Gearin, 258 F.2d 5, that the regulation was invalid, as the gain, if taxable at all, must be taxed as of the year when the improvements were completed. [footnote omitted]
The regulations were accordingly amended to impose a tax upon the gain in the year of completion of the improvements, measured by their anticipated value at the termination of the lease and discounted for the duration of the lease. Subsequently, the regulations permitted the lessor to spread the depreciated value of the improvements over the remaining life of the lease, reporting an aliquot part each year, with provision that, upon premature termination, a tax should be imposed upon the excess of the then value of the improvements over the amount theretofore returned. [footnote omitted]
In 1935, the Circuit Court of Appeals for the Second Circuit decided, in Hewitt Realty Co. v. Commissioner, 76 F.2d 880, that a landlord received no taxable income in a year, during the term of the lease, in which his tenant erected a building on the leased land. The court, while recognizing that the lessor need not receive money to be taxable, based its decision that no taxable gain was realized in that case on the fact that the improvement was not portable or detachable from the land, and, if removed, would be worthless except as bricks, iron, and mortar. It said, 76 F.2d 884: “The question, as we view it, is whether the value received is embodied in something separately disposable, or whether it is so merged in the land as to become financially a part of it, something which, though it increases its value, has no value of its own when torn away.” This decision invalidated the regulations then in force. [footnote omitted]
In 1938, this court decided M.E. Blatt Co. v. United States, 305 U. S. 267. There, in connection with the execution of a lease, landlord and tenant mutually agreed that each should make certain improvements to the demised premises and that those made by the tenant should become and remain the property of the landlord. The Commissioner valued the improvements as of the date they were made, allowed depreciation thereon to the termination of the leasehold, divided the depreciated value by the number of years the lease had to run, and found the landlord taxable for each year’s aliquot portion thereof. His action was sustained by the Court of Claims. The judgment was reversed on the ground that the added value could not be considered rental accruing over the period of the lease; that the facts found by the Court of Claims did not support the conclusion of the Commissioner as to the value to be attributed to the improvements after a use throughout the term of the lease, and that, in the circumstances disclosed, any enhancement in the value of the realty in the tax year was not income realized by the lessor within the Revenue Act.
The circumstances of the instant case differentiate it from the Blatt and Hewitt cases, but the petitioner's contention that gain was realized when the respondent, through forfeiture of the lease, obtained untrammeled title, possession, and control of the premises, with the added increment of value added by the new building, runs counter to the decision in the Miller case and to the reasoning in the Hewitt case.
The respondent insists that the realty – a capital asset at the date of the execution of the lease – remained such throughout the term and after its expiration; that improvements affixed to the soil became part of the realty indistinguishably blended in the capital asset; that such improvements cannot be separately valued or treated as received in exchange for the improvements which were on the land at the date of the execution of the lease; that they are therefore in the same category as improvements added by the respondent to his land, or accruals of value due to extraneous and adventitious circumstances. Such added value, it is argued, can be considered capital gain only upon the owner's disposition of the asset. The position is that the economic gain consequent upon the enhanced value of the recaptured asset is not gain derived from capital or realized within the meaning of the Sixteenth Amendment, and may not therefore be taxed without apportionment.
We hold that the petitioner was right in assessing the gain as realized in 1933.
....
The respondent cannot successfully contend that the definition of gross income in Sec. [61(a)] [footnote omitted] is not broad enough to embrace the gain in question. ... He emphasizes the necessity that the gain be separate from the capital and separately disposable. …
While it is true that economic gain is not always taxable as income, it is settled that the realization of gain need not be in cash derived from the sale of an asset. Gain may occur as a result of exchange of property, payment of the taxpayer's indebtedness, relief from a liability, or other profit realized from the completion of a transaction. [footnote omitted] The fact that the gain is a portion of the value of property received by the taxpayer in the transaction does not negative its realization.
Here, as a result of a business transaction, the respondent received back his land with a new building on it, which added an ascertainable amount to its value. It is not necessary to recognition of taxable gain that he should be able to sever the improvement begetting the gain from his original capital. If that were necessary, no income could arise from the exchange of property, whereas such gain has always been recognized as realized taxable gain.
Judgment reversed.
....
Notes and Questions:
1. Aliquot: a fractional part that is contained a precise number of times in the whole.
2. Why did everyone who had anything to do with this case subtract the unamortized cost of the old building from the fmv of the new building in determining taxpayer’s taxable income? After all, taxpayer does not own a building that no longer physically exists?
3. Sections 109/1019 reverse the holding of Bruun. Section 109 provides that taxpayer does not derive gross income upon termination of a lease by virtue of the fact that the lessee erected buildings or other improvements on the property. Section 1019 provides that taxpayer may not increase or decrease his/her/its adjusted basis in property because he/she/it received gross income that § 109 excludes. Is § 1019 necessary?
- What is conceptually wrong with §§ 109 and 1019? Isn’t there some untaxed consumption? Where?
The cost of deriving income and depreciation
Taxpayer should not be subject to tax on the costs that he/she/it incurs to earn income. The costs of supplies, e.g., fuel to operate a productive machine, represent consumption from which taxpayer derives income. The Code taxes only “net” income. It accomplishes this by granting taxpayer a deduction for such consumption. § 162. Suppose that taxpayer incurs a cost to purchase an asset that will produce income for many years, e.g., a building. Taxpayer’s taxable income would be subject to (enormous) distortion if he/she/it reduced his/her/its gross income by the cost of such an asset in the year he/she/it purchased it. The Code treats such a purchase as an investment – a mere conversion in the form in which taxpayer holds his/her/its wealth. A taxpayer’s mere conversion of the form in which he/she/it holds wealth is not a taxable event. Taxpayer will have a basis in the asset. Taxpayer will then consume a portion of the asset year after year. Taxpayer may deduct such incremental consumption of a productive asset year after year. This deduction is for “depreciation” – whose name is now “cost recovery.” § 168. To the extent of the depreciation deduction, taxpayer has converted investment into consumption. Hence, taxpayer must reduce his/her/its basis in the asset for such deductions. § 1016. This represents “de-investment” in the asset.
4. Section 109 does not apply to improvements that the lessee makes which the parties intend as rent. Reg. § 1.61-8(c) (“If a lessee places improvements on real estate which constitute, in whole or in part, a substitute for rent, such improvements constitute rental income to the lessor.”)
- Suppose that a retailer leases space for a period of one year in taxpayer/lessor’s shopping mall. As part of the rental, lessee agrees to install various fixtures and to leave them to the lessor at the termination of the lease. The value of the fixtures is $20,000.
- What is lessor’s basis in the fixtures?
- Exactly what does the payment of rent purchase?
- Exactly what does a lessor “sell” by accepting a rent payment?
5. Consider each of the rules the Court considered – as well as the rule that Congress created in §§ 109/1019. Identify each rule and consider this question: what difference does it make which rule is applied?
- Let’s assume that the lessee did not remove a building, but simply erected a new building on the premises. Let’s also put some numbers and dates into the problem for illustrative
purposes. Assume that the fmv of the building in 1990 upon completion is $400,000. The building will last 40 years. The building will lose $10,000 of value every year, and this is the amount
that taxpayer may claim as a depreciation/cost recovery deduction. Taxpayer must reduce his/her basis in the property (§ 1016) for depreciation deductions. The adjusted basis of the property
equals its fmv. The lease upon completion of the building will run another 20 years until 2010. The lessee did not default thereby causing early termination of the lease. Immediately upon
termination of the lease, taxpayer sells the property, and the portion of the selling price attributable to the building is $200,000. Taxpayer pays income tax equal to 30% of his/her/its
income from whatever taxable events occur.
- CIR’s view, the rule of the 1917 regulations, and the Supreme Court’s holding in Helvering v. Bruun: taxpayer derives taxable income at the termination of the lease equal to
fmv − (ab in old building)
- How much gross income must taxpayer recognize for receiving the building and when?
- How much is the income tax on this item of taxpayer’s gross income?
- How much gain will taxpayer realize from the sale of the building?
- How much income tax must taxpayer pay for having sold the building?
- What is taxpayer’s total tax bill?
-
Miller v. Gearin: taxpayer must recognize taxable income equal to the fmv of that improvement in the year of completion.
- How much gross income must taxpayer recognize for receiving the building and when?
- How much is the income tax on this item of taxpayer’s gross income?
- What will taxpayer’s basis in the building be?
- What will taxpayer’s annual depreciation/cost recovery allowance be for each of the next twenty years?
- How much will the annual depreciation/cost recovery allowance reduce taxpayer’s income tax liability for each of the remaining years of the lease?
- What will be the total reduction in taxpayer’s income tax liability resulting from depreciation/cost recovery allowances?
- What should happen to taxpayer’s basis in the building for each year that he/she/it claims a depreciation/cost recovery deduction?
- What will be taxpayer’s net income tax liability for having received the building?
- How much gain will taxpayer realize from the sale of the building?
- How much income tax must taxpayer pay for having sold the building?
- What is taxpayer’s total tax bill?
- New regulations that the Court referenced in Bruun that Treasury promulgated after Miller: taxpayer includes the discounted present value (PV) of the improvement’s
fmv at the termination of lease in his/her/its taxable income at the time of completion of the building.
- How much gross income must taxpayer recognize for receiving the building and when?
- How much is the income tax on this item of taxpayer’s gross income?
- How much gain will taxpayer realize from the sale of the building?
- How much income tax must taxpayer pay for having sold the building?
- What is taxpayer’s total tax bill?
- Even newer regulations and the rule of the Court of Claims’s holding in M.E. Blatt Co. v. U.S.: taxpayer/lessor must determine what the fmv of the improvement will be at the
termination of the lease and report as taxable income for each remaining year of the lease an aliquot share of that amount. In the event of premature termination, taxpayer/lessor must
report as taxable income or may claim as a reduction to his/her taxable income an amount equal to (fmv at time of termination) − (amount of income previously taxed).
- How much gross income must taxpayer recognize for receiving the building and when?
- How much is the income tax on this item of taxpayer’s gross income?
- How much gain will taxpayer realize from the sale of the building?
- How much income tax must taxpayer pay for having sold the building?
- What is taxpayer’s total tax bill?
- §§ 109/1019, Hewitt Realty Co. v. CIR, and Supreme Court holding in M.E. Blatt Co. v. U.S.
- How much gross income must taxpayer recognize for receiving the building and when?
- How much is the income tax on this item of taxpayer’s gross income?
- How much gain will taxpayer realize from the sale of the building?
- How much income tax must taxpayer pay for having sold the building?
- What is taxpayer’s total tax bill?
- CIR’s view, the rule of the 1917 regulations, and the Supreme Court’s holding in Helvering v. Bruun: taxpayer derives taxable income at the termination of the lease equal to
fmv − (ab in old building)
Compare the tax liability of taxpayer in (1), (2), (3), (4), and (5). Did the choice of the applicable rule affect the net income tax liability of taxpayer?
6. It is very expensive to litigate a case to a federal circuit court of appeals or all the way to the United States Supreme Court. Apparently, the prevailing rule did not affect taxpayer’s net tax liability under the hypothetical facts laid down for this exercise. If the choice of rule does not alter the final tax liability of a taxpayer, why would parties spend serious money litigating a choice of rule question to the Supreme Court? For that matter, why would the Treasury Department use up so much ink promulgating and then changing regulations?
7. The answer (of course) lies in the fact that the right to have $1 today is worth more than the right to have $1 at some future time. The number of dollars involved in any of these transactions may not change, but their value certainly does. Yet calculations of taxable income and income tax liability do not (often) change merely because $1 today is worth more than $1 tomorrow. Taxpayers understand that principle very well and seek to reduce the present value of their tax liability as much as possible. They can do this by accelerating recognition of deductions and deferring recognition of income.
- We now consider exactly how taxpayers and the CIR would value the same tax liability that taxpayers must pay (and the U.S. Treasury would receive) sooner rather than later.
8. There are formulas that incorporate the variables of time and discount rate that enable us to determine either the future value (FV) of $1 now or the present value (PV) of $1 in the future. We can use the formulas to generate easy-to-use tables that enable us to make future value and present value determinations.
- You can Google “present value tables” to find a variety of such tables.
- Some tables appear in the pages immediately following this one. Do not forget that these tables are here. You may wish to use them from time to time.
- Table 1 shows what $1 today will be worth at given interest rates (across the top of the table) after a given number of years (down the left hand side of the table).
- Table 2 shows what $1 at some given future date is worth today.
- Table 3 shows the present value of receiving $1 at the end of every year for a given number of years. This of course is an annuity, but this table is very useful in determining the PV of any stream of payments that does not vary in amount, e.g., depreciation deductions.
- A useful approximation that you can verify by referring to table 1 is the so-called rule of 72. Simply divide 72 by the interest rate expressed as a whole number. The quotient is very close to the length of time it takes money to double in value at that interest rate.
Table 1: Future value of $1 at various interest rates, compounded annually:
FV = 1(1 + r)t
FV = future value; r = interest rate expressed as decimal; t = time, i.e., # of years. In the left hand column is the number of years. In the top row is the interest rate.
1% |
2% |
3% |
4% |
5% |
6% |
7% |
8% |
9% |
10% |
|
1 |
1.01 |
1.02 |
1.03 |
1.04 |
1.05 |
1.06 |
1.07 |
1.08 |
1.09 |
1.1 |
2 |
1.0201 |
1.0404 |
1.0609 |
1.0816 |
1.1025 |
1.1236 |
1.1449 |
1.1664 |
1.1881 |
1.21 |
3 |
1.0303 |
1.0612 |
1.0927 |
1.1249 |
1.1576 |
1.191 |
1.225 |
1.2597 |
1.295 |
1.331 |
4 |
1.0406 |
1.0824 |
1.1255 |
1.1699 |
1.2155 |
1.2625 |
1.3108 |
1.3605 |
1.4116 |
1.4641 |
5 |
1.051 |
1.1041 |
1.1593 |
1.2167 |
1.2763 |
1.3382 |
1.4026 |
1.4693 |
1.5386 |
1.6105 |
6 |
1.0615 |
1.1262 |
1.1941 |
1.2653 |
1.3401 |
1.4185 |
1.5007 |
1.5869 |
1.6771 |
1.7716 |
7 |
1.0721 |
1.1487 |
1.2299 |
1.3159 |
1.4071 |
1.5036 |
1.6058 |
1.7138 |
1.828 |
1.9487 |
8 |
1.0829 |
1.1717 |
1.2668 |
1.3686 |
1.4775 |
1.5938 |
1.7182 |
1.8509 |
1.9926 |
2.1436 |
9 |
1.0937 |
1.1951 |
1.3048 |
1.4233 |
1.5513 |
1.6895 |
1.8385 |
1.999 |
2.1719 |
2.3579 |
10 |
1.1046 |
1.219 |
1.3439 |
1.4802 |
1.6289 |
1.7908 |
1.9672 |
2.1589 |
2.3674 |
2.5937 |
20 |
1.2202 |
1.4859 |
1.8061 |
2.1911 |
2.6533 |
3.2071 |
3.8697 |
4.661 |
5.6044 |
6.7275 |
30 |
1.3478 |
1.8114 |
2.4273 |
3.2434 |
4.3219 |
5.7435 |
7.6123 |
10.063 |
13.268 |
17.449 |
Table 2: Present Value of $1 at a future date at a given interest rate compounded annually: PV = 1/(1 + r)t
1% |
2% |
3% |
4% |
5% |
6% |
7% |
8% |
9% |
10% |
|
1 |
0.9901 |
0.9804 |
0.9709 |
0.9615 |
0.9524 |
0.9434 |
0.9346 |
0.9259 |
0.9174 |
0.9091 |
2 |
0.9803 |
0.9612 |
0.9426 |
0.9246 |
0.907 |
0.89 |
0.8734 |
0.8573 |
0.8417 |
0.8264 |
3 |
0.9706 |
0.9423 |
0.9151 |
0.889 |
0.8638 |
0.8396 |
0.8163 |
0.7938 |
0.7722 |
0.7513 |
4 |
0.961 |
0.9238 |
0.8885 |
0.8548 |
0.8227 |
0.7921 |
0.7629 |
0.735 |
0.7084 |
0.683 |
5 |
0.9515 |
0.9057 |
0.8626 |
0.8219 |
0.7835 |
0.7473 |
0.713 |
0.6806 |
0.6499 |
0.6209 |
6 |
0.942 |
0.888 |
0.8375 |
0.7903 |
0.7462 |
0.705 |
0.6663 |
0.6302 |
0.5963 |
0.5645 |
7 |
0.9327 |
0.8706 |
0.8131 |
0.7599 |
0.7107 |
0.6651 |
0.6227 |
0.5835 |
0.547 |
0.5132 |
8 |
0.9235 |
0.8535 |
0.7894 |
0.7307 |
0.6768 |
0.6274 |
0.582 |
0.5403 |
0.5019 |
0.4665 |
9 |
0.9143 |
0.8368 |
0.7664 |
0.7026 |
0.6446 |
0.5919 |
0.5439 |
0.5002 |
0.4604 |
0.4241 |
10 |
0.9053 |
0.8203 |
0.7441 |
0.6756 |
0.6139 |
0.5584 |
0.5083 |
0.4632 |
0.4224 |
0.3855 |
20 |
0.8195 |
0.673 |
0.5537 |
0.4564 |
0.3769 |
0.3118 |
0.2584 |
0.2145 |
0.1784 |
0.1486 |
30 |
0.7419 |
0.5521 |
0.412 |
0.3083 |
0.2314 |
0.1741 |
0.1314 |
0.0994 |
0.0754 |
0.0573 |
Table 3: Present Value of a $1 Annuity Discounted by a Given Interest rate for a Certain Number of Annual Payments: PV = (−0.1)*(1−1/(1 + i)−t))/i
1% |
2% |
3% |
4% |
5% |
6% |
7% |
8% |
9% |
10% |
|
1 |
0.9901 |
0.9804 |
0.9709 |
0.9615 |
0.9524 |
0.9434 |
0.9346 |
0.9259 |
0.9174 |
0.9091 |
2 |
1.9704 |
1.9416 |
1.9135 |
1.8861 |
1.8594 |
1.8334 |
1.808 |
1.7833 |
1.7591 |
1.7355 |
3 |
2.941 |
2.8839 |
2.8286 |
2.7751 |
2.7232 |
2.673 |
2.6243 |
2.5771 |
2.5313 |
2.4869 |
4 |
3.902 |
3.8077 |
3.7171 |
3.6299 |
3.546 |
3.4651 |
3.3872 |
3.3121 |
3.2397 |
3.1699 |
5 |
4.8534 |
4.7135 |
4.5797 |
4.4518 |
4.3295 |
4.2124 |
4.1002 |
3.9927 |
3.8897 |
3.7908 |
6 |
5.7955 |
5.6014 |
5.4172 |
5.2421 |
5.0757 |
4.9173 |
4.7665 |
4.6229 |
4.4859 |
4.3553 |
7 |
6.7282 |
6.472 |
6.2303 |
6.0021 |
5.7864 |
5.5824 |
5.3893 |
5.2064 |
5.033 |
4.8684 |
8 |
7.6517 |
7.3255 |
7.0197 |
6.7327 |
6.4632 |
6.2098 |
5.9713 |
5.7466 |
5.5348 |
5.3349 |
9 |
8.566 |
8.1622 |
7.7861 |
7.4353 |
7.1078 |
6.8017 |
6.5152 |
6.2469 |
5.9952 |
5.759 |
10 |
9.4713 |
8.9826 |
8.5302 |
8.1109 |
7.7217 |
7.3601 |
7.0236 |
6.7101 |
6.4177 |
6.1446 |
20 |
18.046 |
16.351 |
14.877 |
13.59 |
12.462 |
11.47 |
10.594 |
9.8181 |
9.1285 |
8.5136 |
30 |
25.808 |
22.396 |
19.6 |
17.292 |
15.372 |
13.765 |
12.409 |
11.258 |
10.274 |
9.4269 |
9. Now: let’s assume that the discount rate in our problems above is 8% and rework the answers. Compare the present value of taxpayer’s $60,000 tax liability on the very same transactions in 1990 under each of the five rules:
- CIR’s view, the of the 1917 regulations, and the Supreme Court’s holding in Bruun: taxpayer derives taxable income at the termination of the lease equal to fmv − (ab in old
building).
- In 1990, what is the present value of taxpayer’s net tax liability?
-
Miller v. Gearin: taxpayer must recognize taxable income equal to the fmv of that improvement in the year of completion.
- In 1990, what is the present value of taxpayer’s net tax liability?
- New regulations that the Court referenced in Bruun that Treasury promulgated after Miller: the discounted PV of improvement’s fmv at the termination of lease is included
in taxpayer’s taxable income at the time of completion of the building.
- In 1990, what is the present value of taxpayer’s net tax liability?
- Even newer regulations and the rule of the Court of Claims’s holding in M.E. Blatt Co. v. U.S.: taxpayer/lessor must determine what the fmv of the improvement will be at the
termination of the lease and report as taxable income for each remaining year of the lease an aliquot share of that depreciated amount. In the event of premature termination, taxpayer/lessor
must report as taxable income or may claim as a reduction to his/her taxable income an amount equal to (fmv at time of termination) − (amount of income previously taxed).
- In 1990, what is the present value of taxpayer’s net tax liability?
- §§ 109/1019, Hewitt Realty Co. v. CIR, and Supreme Court holding in M.E. Blatt Co. v. U.S.
- In 1990, what is the present value of taxpayer’s net tax liability?
10. The time value of money is one place where taxpayers and the Commissioner now play the tax game. Look for the ways in which it affects the contentions of parties in the cases ahead. The higher the discount rate, the more taxpayer benefits from deferring payment of a tax and/or accelerating a deduction.
11. Congress can itself exploit the time value of money to pursue certain policy objectives that require taxpayers to save money in order that they make a particular consumption choice. For example, Congress may wish for taxpayers to save money throughout their working lives that they can spend in retirement. Sections 219/62(a)(7) permit taxpayers to reduce their adjusted gross income (AGI) by amounts that they save in an Individual Retirement Account (IRA). So also, Congress may wish for taxpayers to save money that they can spend on medical expenses at some future date. Sections 223/62(a)(19) permit taxpayers to reduce their (AGI) by amounts that they save in a Health Savings Account. The money that taxpayers deposit in these accounts at a young age can grow significantly, as the tables above attest.
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