People ex rel. Joline v. State Board of Tax Commissioners
This text of 145 N.Y.S. 226 (People ex rel. Joline v. State Board of Tax Commissioners) is published on Counsel Stack Legal Research, covering New York Supreme Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
DAVIS, J.
These proceedings are brought under section 46 of the
Tax Law (Consol. Laws, c. 60) by the relators to review assessments for taxation of special franchises of the Metropolitan Railway Company and its subsidiary roads for the year 1911, made by the State Board of Tax Commissioners. The total of assessments as laid is $49,-057,000: At the rate of 1.72248, the tax for 1911 amounts to $844,-997.02. The writs of certiorari commanded the respondents to include in their return a specific statement as to the modus operandi by which they arrived at the assessment made by them. The return, however, fails to .give information from which the court can conclude that the respondents acted in accordance with any rule whatever'. Therefore, after full consideration of the matter, aided by the valuable briefs of counsel, I have decided that the case is one in which the court ought to examine into and test the fairness of the assessment to see if it is justified by the principles adopted in assessing this kind of property, as laid down in recently decided cases.
[229]*229m The “net earnings rule” has been applied in similar inquiries with the approval of the Court of Appeals. People ex rel. Jamaica Water Supply Co. v. Tax Com’rs, 196 N. Y. 39, 89 N. E. 581. It will be applied here as being peculiarly appropriate to the special circumstances and likely to result in a fair assessment. In the language of Judge Bartlett:
“The net earnings rule contemplates a valuation upon the basis of the net earnings of the corporation which are attributable to its enjoyment of the special franchise. The' method is thus applied: (1) Ascertain the gross earnings. (2) Deduct the operating expenses. (3) Deduct a fair and reasonable return on that portion of the capital of the corporation which is invested in tangible property. The resulting balance gives the earnings attributable to the special franchise. If this balance be capitalized at a fair rate, we have the value of the special franchise."
Here I find the gross earnings from fares to be $12,872,755.71. In estimating gross earnings the cash fares received from the operation of the local cars on the Williamsburgh Bridge have been excluded, as they appear to me not to be the result of the operation of any of the special franchises of the relator companies.
[230]*230in the local bridge cars will be excluded from income,- In order to arrive at the final net income, certain deductions should be made from the gross income.
The relator claims the right to deduct the following: (1) Special franchise tax already paid for 1910, amounting to $300,000; (2) percentage of gross receipts paid to the city, amounting to $221,212.97; (3) stipulated rents paid to the city, $41,000; (4) car license fees paid to the city, amounting to $39,980; (5) amount paid as.bridge tolls for through cars on Williamsburgh Bridge, $22,775.90. - The city concedes the right to deduct the first item ($300,000), but contests the claim to deduct the other items. I think the city’s position is right. .
• [8] Among the properties of the relator are various horse tracks and roadways, the present value of which is claimed, to be. $662,795 (Exhibit 197). The city, claims that this value should be reduced to $371,165.20, because, as admitted by relator, about 46.39 per cent, of these horse tracks and roadways is not used for any franchise purpose and is not producing any income (minutes, pp. 265, 266). The city’s claim seems reasonable. . The amount will be reduced to $383,-336 (see relator’s Exhibit 237). The object of deducting from the total net income a return on the value of the tangible property is to identify the earnings properly attributable to the intangible property. Under the evidence it is obvious that these unused tracks contribute nothing to the amount of the total net income.
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DAVIS, J.
These proceedings are brought under section 46 of the
Tax Law (Consol. Laws, c. 60) by the relators to review assessments for taxation of special franchises of the Metropolitan Railway Company and its subsidiary roads for the year 1911, made by the State Board of Tax Commissioners. The total of assessments as laid is $49,-057,000: At the rate of 1.72248, the tax for 1911 amounts to $844,-997.02. The writs of certiorari commanded the respondents to include in their return a specific statement as to the modus operandi by which they arrived at the assessment made by them. The return, however, fails to .give information from which the court can conclude that the respondents acted in accordance with any rule whatever'. Therefore, after full consideration of the matter, aided by the valuable briefs of counsel, I have decided that the case is one in which the court ought to examine into and test the fairness of the assessment to see if it is justified by the principles adopted in assessing this kind of property, as laid down in recently decided cases.
[229]*229m The “net earnings rule” has been applied in similar inquiries with the approval of the Court of Appeals. People ex rel. Jamaica Water Supply Co. v. Tax Com’rs, 196 N. Y. 39, 89 N. E. 581. It will be applied here as being peculiarly appropriate to the special circumstances and likely to result in a fair assessment. In the language of Judge Bartlett:
“The net earnings rule contemplates a valuation upon the basis of the net earnings of the corporation which are attributable to its enjoyment of the special franchise. The' method is thus applied: (1) Ascertain the gross earnings. (2) Deduct the operating expenses. (3) Deduct a fair and reasonable return on that portion of the capital of the corporation which is invested in tangible property. The resulting balance gives the earnings attributable to the special franchise. If this balance be capitalized at a fair rate, we have the value of the special franchise."
Here I find the gross earnings from fares to be $12,872,755.71. In estimating gross earnings the cash fares received from the operation of the local cars on the Williamsburgh Bridge have been excluded, as they appear to me not to be the result of the operation of any of the special franchises of the relator companies.
[230]*230in the local bridge cars will be excluded from income,- In order to arrive at the final net income, certain deductions should be made from the gross income.
The relator claims the right to deduct the following: (1) Special franchise tax already paid for 1910, amounting to $300,000; (2) percentage of gross receipts paid to the city, amounting to $221,212.97; (3) stipulated rents paid to the city, $41,000; (4) car license fees paid to the city, amounting to $39,980; (5) amount paid as.bridge tolls for through cars on Williamsburgh Bridge, $22,775.90. - The city concedes the right to deduct the first item ($300,000), but contests the claim to deduct the other items. I think the city’s position is right. .
• [8] Among the properties of the relator are various horse tracks and roadways, the present value of which is claimed, to be. $662,795 (Exhibit 197). The city, claims that this value should be reduced to $371,165.20, because, as admitted by relator, about 46.39 per cent, of these horse tracks and roadways is not used for any franchise purpose and is not producing any income (minutes, pp. 265, 266). The city’s claim seems reasonable. . The amount will be reduced to $383,-336 (see relator’s Exhibit 237). The object of deducting from the total net income a return on the value of the tangible property is to identify the earnings properly attributable to the intangible property. Under the evidence it is obvious that these unused tracks contribute nothing to the amount of the total net income.
■ [10] The relator seeks to include in the present value of its property in the street $5,030,507, to cover cost of engineering, interest, and taxes during the construction period. This amount is given by the expert Ubelácker as a fair estimate of that cost. • The relator’s expert (Starrett) testified that the present value of the electric track
[231]*231and railway is $12,142,033. He arrived at the result by ascertaining the estimated cost to reproduce new as of January 9, 1912, considering each line" separately, and then he depreciated the work to well-established rules, and so reached his estimate of present value (Min. p. 132, and Exhibit 200). The relator claims that Starrett did not include the cost of engineering, interest and taxes during construction in his estimate of present value. The testimony being vague on this point, the proceeding was reopened to take further testimony. I am satisfied now that Starrett omitted from his estimate certain expenses necessarily incurred in a vast railroad project like the one in question. For instance, while he included the cost of field engineering, he did not include the cost of consulting engineers or chief engineers. Nor did he include anything for profits of general contractors or for interest and taxes during the construction period. All of these items should be considered in making a complete estimate of the cost of reproducing a railroad system like the relator’s. But it must be fairly inferable from the evidence that such expenditures actually were made before they are incorporated in the estimate. In this case I think the evidence shows that there were expenditures for interest during the period of construction, for incidentals, for general contractors’ profits and for engineering and taxes, not included in the estimate of Mr. Starrett. I think the following would be proper allowances to cover these items upon a basis of present value: For property not in the street, $1,661,238, and for property in the street, $2,705,606. In the starting of -these railroad organizations there were certain preliminary expenses, always incident to enterprises of this kind, and upon which the relator should be allowed some return. I have estimated these expenses to be $2,098,069, a much smaller amount than claimed by the relator. Under the evidence it is safe to say that at least this amount was expended for organization purposes.
[232]*232disallowed. The case of Shepard v. Northern Pac. Ry. (C. C.) 184 Fed. 765, is authority for such additional value where the evidence shows that extra amounts were paid for the property above its normal market value, but not, as here, where there is no evidence of such payment. Under section 98 of the Railroad Law (Consol. Laws, c. 49), the relator is compelled to pave the area between its tracks and a strip two feet in width immediately outside of its tracks, and to maintain the pavement where laid. For this reason it claims to be entitled to a return upon this necessary expenditure, but it denies the right of the state to consider the value of this pavement in. estimating the value of its tangible property for purposes of assessment. On the other hand, the defendant contends that the cost of the pavement is an essential part of the cost of reproducing new the relator’s tangible property in the street in the same way as is the cost of the rails, ducts and feeders, and for that reason should be considered in fixing the amount of the tangible property to be taxed.
Value of intangible right is.................................... $12,027,233
Value of tangible property in streets is.......................... 20,276,221
Assessed value of special franchise is..................... $32,303,454
This latter amount will be distributed proportionately among the various relator companies on the basis of the present value of the property of each in the streets and then equalized at 93 per cent. The results will be the assessments upon each company as herein found by the court. The parties will please make these arithmetical calculations and present them to the court in the form of appropriate findings. The relator and the defendant have .submitted many requests for findings, all of which have been passed upon. In many instances I have arrived at conclusions differing from both those of the
[233]*233relator and those of the defendant. In order to make clear the court’s findings, they are set out in full as follows, supplementing the findings as they appear on the printed requests submitted:
[234]*234
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" width="1304"/>
[235]*235
[236]*236
A final order may be entered in accordance herewith.
Related
Cite This Page — Counsel Stack
145 N.Y.S. 226, Counsel Stack Legal Research, https://law.counselstack.com/opinion/people-ex-rel-joline-v-state-board-of-tax-commissioners-nysupct-1912.