Commercial Investment Trust v. Stewart
This text of 209 N.W. 660 (Commercial Investment Trust v. Stewart) is published on Counsel Stack Legal Research, covering Michigan Supreme Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
Clark, J.
H. F. Gaylord was engaged in selling Studebaker automobiles in Ann Arbor. He obtained the cars from the manufacturer in Detroit. The arrangement by which he was permitted to receive, to have, and to sell cars is shown by the document on the following page.
He was indebted to defendant, Stewart, and to satisfy the debt he turned over to Stewart two of the cars mentioned in the above paper. Plaintiff brought replevin and had verdict, but on decision of a reserved motion to direct a verdict, defendant had judgment non obstante. The trial judge did not state his reason or reasons for ordering judgment for defendant. We will assume that he accepted the views of counsel for defendant. Defendant has no assignments of error.
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Clark, J.
H. F. Gaylord was engaged in selling Studebaker automobiles in Ann Arbor. He obtained the cars from the manufacturer in Detroit. The arrangement by which he was permitted to receive, to have, and to sell cars is shown by the document on the following page.
He was indebted to defendant, Stewart, and to satisfy the debt he turned over to Stewart two of the cars mentioned in the above paper. Plaintiff brought replevin and had verdict, but on decision of a reserved motion to direct a verdict, defendant had judgment non obstante. The trial judge did not state his reason or reasons for ordering judgment for defendant. We will assume that he accepted the views of counsel for defendant. Defendant has no assignments of error.
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" width="1211"/>
Plaintiff brings error and contends, rightly we think, that Gaylord was a del credere factor of plaintiff, his principal.
“A factor is one whose business it is to receive and sell goods for a commission. He differs from a broker in that he is entrusted with the possession of the goods to be sold, and usually sells in his own name.” 2 Mechem on Agency (2d Ed.), § 2497.
*505 “Where, in consideration of an increased commission, the factor guarantees the payment of debts arising through his agency, he is said to sell upon a del credere commission.” 2 Mechem on Agency (2d Ed.), § 2498.
“A del credere factor or a factor with a del credere commission or agency is one who in consideration of a higher compensation expressly engages to pay his principal the price of all goods sold by himself, if the purchaser fails so to do.” 25 C. J. p. 341.
“It is not at all inconsistent with the factor’s situation as an agent merely that he has, by special contract, undertaken to be personally responsible for the payment of the price of the goods he sells. That, ordinarily, is the common case of the del credere commission.” 2 Mechem on Agency (2d Ed.), § 2499.
“Del credere factor. The fact that a factor is acting under a del credere commission does not affect the ordinary relations existing between him and his principal; except for the additional security afforded the principal, their reciprocal rights, duties, and liabilities remain the same.” 25 C. J. p. 343.
Mechem in discussing factors states:
“It is ordinarily the characteristic of an agency rather than of a sale that the principal retains the title to the goods consigned, and to the thing for which they may be exchanged or into which they may be transformed, and that the proceeds of them when sold are to be held as such and are to be accounted for as his property; that he shall have the right to recall the goods or demand the proceeds at his pleasure; that the risk of their loss shall be his unless specially assumed by the other party; that the consignor shall have the right to determine the price and the terms and conditions of sale; that he shall not have the right to demand the proceeds until the goods are sold, unless some other special arrangement has been made; that the nonpayment of the price for which the goods are sold shall be the loss of the consignor unless the other party has specially agreed to indemnify or unless the loss can be charged to the neglect or default of the other as a selling agent.” 2 Mechem on Agency (2d Ed.), § 2499, p. 2109.
*506 “The relation of principal and factor has long been regarded as beneficial in the transaction of business, and is of a fiduciary character, the factor being regarded in some instances, as where he sells in his own name, as a trustee of an express trust. But it is competent for the parties to change by agreement the ordinary legal relations existing between factor and principal; this must be done by an agreement which clearly points to that result, otherwise it will be presumed that their dealings are governed by the rules of law ordinarily applicable to dealings between principal and factor.” 25 C. J. p. 342, § 5.
The time draft and trust receipt must be read as one document. This appears on the face of the paper itself and it may be noted that a certificate appears on the time draft stating: “We hereby certify that attached dealer’s signatures are genuine.” On the time draft there is one signature of that factor or dealer Gaylord, that on the acceptance. On the receipt there is one signature of the factor or dealer. The time draft refers to both of these signatures as attached. And the writing is, physically, one paper.
We quote from brief of counsel:
“When the time draft and trust receipt are read together it is found that Gaylord’s rights and obligations in respect of the automobiles delivered to him by plaintiff under plaintiff’s Exhibit A were:
“(a) To hold the property in trust for the purposes of storing the same free of charge or selling the same as factor of the plaintiff for cash or cash and retail purchaser’s notes acceptable to the plaintiff and indorsed by Gaylord.
“(b) If sold, to keep the proceeds distinct and separate and to account to plaintiff for the proceeds of the sale.
“(c) If not sold, to return the property, unused and in good order, to the plaintiff upon demand.
“(d) To pay ‘as security’ as a factor with a del credere commission. It is the factor’s guarantee of the debt arising through his agency, viz., the time draft.
*507 “An examination of the trust receipt and time draft shows that it has all of the ordinary essential characteristics as given by Mechem of a factor’s agreement who sells on a del credere commission, viz.:
“(1) The title to the goods is retained in the principal.
“(2) The proceeds from the sale of the goods are to belong to the principal and to be kept separate.
“(3) The principal has the right to recall the goods upon demand.
“(4) The principal determined the price and terms and conditions of sale.
“(5) The principal has not the right to demand the payment of any money unless and until the goods are sold, and then has the right to the specific proceeds.
“(6) The factor has the right to sell the goods for more than the amount named by the principal, keeping the excess as his commission.
“(7) The factor, with a del credere commission, guarantees the obligations undertaken by him through the time draft.
“(8) The instruments contain no absolute obligation to pay any sum of money but only a promise to pay ‘as security.’ ”
The factor did not own the cars. He might sell them in due course for cash, or for cash and purchasers’ notes indorsed and acceptable, which proceeds he was to keép distinct and separate from His own funds. He had no right to turn over the cars to satisfy a pre-existing debt of his own.
“In the absence of a statute protecting such pledges, the rule is well established that a factor has no implied authority to pledge the principal’s goods for the factor’s own debt, or for advances made to himself. This doctrine results from the fact that the factor is but an agent, and as such can bind his principal only when his acts are within the scope of his authority. Authority to sell for the benefit of his principal can in no way be stretched into authority to pledge for his own benefit. Nor does it make any difference that the pledgee was ignorant of the extent of the factor’s authority, or supposed him to be the real owner of the goods. As in the case of other agents, the person *508 dealing with the factor must ascertain the extent of his authority, and omits to do so at his peril. Mere local usages not known and assented to cannot change the rule.” 2 Mechem on Agency (2d Ed.), § 2509.
“It is a well-settled rule of the common law that without the principal’s consent or authority a factor has no power to pledge his principal’s goods for his own individual debts, so as to pass any title to or interest in the goods to the pledgee as against the principal; and this rule applies even though a bill of lading has been issued to the factor for the goods, or the factor has a lien for advances, etc., or the active member of the firm of factors is also a partner of the consignor. Except to the extent that this rule has been modified by the adoption of the factor’s acts, the general rule also applies, although the pledgee has no notice of the pledgor’s character as factor; and of course applies where the pledgee has notice of such character or of the principal’s interest in the goods. The general rule does not allow the factor to pledge by the indorsement and delivery of the bill of lading or other symbol of title any more than by the delivery of the goods themselves.” 25 C. J. p. 351, § 18.
“A factor or agent who has power to sell the produce of his principal has no power to affect the property by tortiously pledging it as a security or satisfaction for a debt of his own, and it is of no consequence that the pledgee is ignorant of the factor’s not being the owner.” Warner v. Martin, 11 How. (U. S.) 209, 224.
But it is said that defendant was a bona fide purchaser. It was held in Schloss v. Feltus, 103 Mich. 525 (36 L. R. A. 161), quoting syllabus:
“A naked, pre-existing debt is not such a consideration or payment for the transfer of a stock of goods as will defeat replevin by the original vendors, who set up fraud in the purchase of the goods from them.”
and from the opinion:
“A pre-existing debt is not such a consideration as will sustain the plea of ‘bona fide purchaser for value/ except in the Case of negotiable paper.”
*509 See, also, 27 L. R. A. (N. S.) 620; Wails v. Farrington, 27 Okla. 754 (116 Pac. 428, 35 L. R. A. [N. S.] 1174, and note).
It was intended that the cars should be sold by the factor. Had a sale been made to a purchaser in good faith, and if plaintiff were attacking such' a sale, a different question would be presented, and Becker v. La Core, 211 Mich. 684, and other similar cases cited by defendant would be considered, but such cases are not here applicable.
Defendant was not entitled to a directed verdict as he here contends. Plaintiff was entitled to judgment on the verdict.
Reversed and remanded, with direction to enter judgment on the verdict. Plaintiff will have costs.
Related
Cite This Page — Counsel Stack
209 N.W. 660, 235 Mich. 502, 1926 Mich. LEXIS 740, Counsel Stack Legal Research, https://law.counselstack.com/opinion/commercial-investment-trust-v-stewart-mich-1926.