Chambers v. SCHOOL DIST. NO. 40, WASCO CTY.
This text of 540 P.2d 1026 (Chambers v. SCHOOL DIST. NO. 40, WASCO CTY.) is published on Counsel Stack Legal Research, covering Court of Appeals of Oregon primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
FOBT, J.
Plaintiff Glenn Chambers brought an action against defendant school district alleging a breach of his contract to teach in the Tygh Valley elementary school during the 1973-74 school year. After a jury trial a verdict was returned for plaintiff in the sum of $5,517.84, which was the amount prayed for in the complaint less the stipulated amount of $2,657.16 in mitigation. In this appeal brought by the district, the issue is whether the teaching contract was ambiguous, so as to allow the trial court to admit evidence as to its intended meaning and subsequently submit the issue of interpretation to the jury.
The district prepared, and the parties on May 9, 1973, executed, the contract on the following page.
By letter of July 24, 1973, Cecelia Cushing, chief administrative officer for the district and the person with whom plaintiff conducted all of his contract-related dealings, informed plaintiff that although some *465 Title they I funds would be forthcoming to the would be insufficient to pay his entire district, salary. *466 She further indicated that the funds received would instead be used to partially cover the salary of a certified aide. This action ensued.
*465
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FOBT, J.
Plaintiff Glenn Chambers brought an action against defendant school district alleging a breach of his contract to teach in the Tygh Valley elementary school during the 1973-74 school year. After a jury trial a verdict was returned for plaintiff in the sum of $5,517.84, which was the amount prayed for in the complaint less the stipulated amount of $2,657.16 in mitigation. In this appeal brought by the district, the issue is whether the teaching contract was ambiguous, so as to allow the trial court to admit evidence as to its intended meaning and subsequently submit the issue of interpretation to the jury.
The district prepared, and the parties on May 9, 1973, executed, the contract on the following page.
By letter of July 24, 1973, Cecelia Cushing, chief administrative officer for the district and the person with whom plaintiff conducted all of his contract-related dealings, informed plaintiff that although some *465 Title they I funds would be forthcoming to the would be insufficient to pay his entire district, salary. *466 She further indicated that the funds received would instead be used to partially cover the salary of a certified aide. This action ensued.
*465
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" 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*466 At the opening of the trial the. judge ruled that there was an ambiguity on the face of the teaching contract, and that the interpretation thereof was a question of fact for the jury. The portion referred to as ambiguous consisted of the typed-in words, “Salary contingent on allocation of Title I ESEA funds to District #40.” Plaintiff contended that the phrase meant that he would be entitled to employment for the upcoming school year at the agreed contract salary if any Title I funds were allocated to the district. The position of the district at trial was that the wording meant he would not be employed unless the entire $8,175 was received from the Title I program.
In this court the district in its second assignment of error also contends that at most the plaintiff should, as a matter of law, be paid the sum of $3,904, the amount actually received by it from Title I funds less the stipulated amount earned by plaintiff as mitigation from other sources during the contract period.
The construction of an unambiguous contract is a question of law for the court; however, in the case of an ambiguous contract, evidence tending to show the intention of the parties is admissible and the intended meaning of the ambiguous terms becomes a question for the trier of fact. Hekker v. Sabre Construction Co., 265 Or 552, 510 P2d 347 (1973); Rolfe v. N. W. Cattle & Resources, Inc., 260 Or 590, 491 P2d 195 (1971); Libby Creek Logging, Inc. v. Johnson, 225 Or 336, 358 P2d 491 (1960).
In Hekker v. Sabre Construction Co., supra, the court said:
“As a general rule the construction of a con *467 tract is a question of law for the court. However, if the contract is ambiguous evidence may be admitted tending to prove the meaning intended by the parties and under those circumstances the meaning of the contract will be decided by the trier of fact. [Citations omitted.]” (Emphasis supplied.) 265 Or at 555.
In Holcomb v. Mooney, 13 Or 503, 11 P 274 (1886), the court said:
“* * * ‘Ambiguity,’ said Gibson, C. J., ‘is the effect of words that have either no definite sense or else a double one.’ (Ellmaker v. Ellmaker, 4 Watts, 90.) A latent ambiguity occurs when the deed or instrument is sufficiently certain and free from ambiguity; but the ambiguity is produced by something intrinsic, or some collateral matter out of the instrument. It is that, said Lord Bacon, ‘which seemeth certain and without ambiguity for anything that appeareth upon the deed or instrument, but there is some collateral matter out of the deed that breedeth ambiguity.’ * * *” 13 Or at 507.
In Waterman Steamship Corporation v. Snow, 222 F Supp 892 (D Or 1963), aff'd sub nom General Accident Fire and Life Assurance Corporation Limited v. Snow, et al, 331 F2d 852, 64 AMC 2173 (9th Cir 1964), the court said:
“The word ‘ambiguous’ is defined as meaning ‘capable of being, understood in either two or more possible senses; equivocal; * * *’ Webster’s New International Dictionary of the English Language, Second Edition; Whiting Stoker Co. v. Chicago Stoker Corp., 171 F.2d 248, 250 (7 Cir. 1948). * * *” 222 F Supp at 898.
We agree with the trial court that the contract here was ambiguous. Indeed by its second assignment of error, the district in effect concedes there is a substantial uncertainty concerning the application of *468 the contract language to the facts of this case, since that position is inconsistent with its first position, namely, that the receipt by it from Title I funds of less than all of the amount of $8,175 payable under the contract to plaintiff rendered the contract unenforceable. See also: Kinnaman v. Bailey, 241 Or 634, 406 P2d 145 (1965).
Here, the phrase “Salary contingent on allocation of Title I ESEA funds to District #40,” as plaintiff contends, also leaves in doubt whether an allocation of some funds, although lesser in amount than the total contract salary, was intended as being sufficient to obligate the district to employ plaintiff for the school year at the agreed salary. An ambiguity thus existed, and there was no error in submitting the question of interpretation of the contract to the jury. Rolfe v. N. W. Cattle & Resources, Inc., supra, 260 Or at 601-02.
In its third and final assignment, defendant argues that plaintiff’s testimony concerning his contract for the 1972-73 school year, and his testimony as to his interpretation of the contract in question, were received in violation of the parol evidence rule.
Oregon State Bar, Evidence, Parol Evidence § 4.19 (1973), states:
“If doubt arises from the language of the contract as to the parties’ intention, parol evidence is admissible to aid the court in comprehending its meaning and applying its terms. [Citations omitted.] Evidence of the circumstances surrounding the execution of a writing is admissible whenever the writing must be ‘interpreted,’ and some degree of interpretation in light of the circumstances is almost always called for. * * *” (Emphasis in original.)
Thus, the parol evidence rule has no application *469 in this situation. Furthermore, by its very terms as codified in our statutes, the rule “does not exclude other evidence of the circumstances under which the agreement was made, or to which it relates, as defined in OES 42.220, or to explain an ambiguity, intrinsic or extrinsic, or to establish illegality or fraud.” (OES 41.740; emphasis supplied.) See also: Doherty v. Harris Pine Mills, 211 Or 378, 402-03, 315 P2d 566 (1957).
The sole exception taken to the court’s instructions relates to a matter not assigned as error or raised on appeal. In its second assignment of error the district appears to contend that the jury should have been instructed in any event to limit any recovery as above stated. No such instruction was requested, so far as this record shows, let alone exception to the failure to give it. We decline to consider it.
Affirmed.
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Cite This Page — Counsel Stack
540 P.2d 1026, 22 Or. App. 463, 1975 Ore. App. LEXIS 1256, Counsel Stack Legal Research, https://law.counselstack.com/opinion/chambers-v-school-dist-no-40-wasco-cty-orctapp-1975.