Peterson v. Caylor
This text of 515 S.W.2d 375 (Peterson v. Caylor) is published on Counsel Stack Legal Research, covering Court of Appeals of Texas primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
OPINION
McDONALD, Chief Justice.
This is an appeal by appellant (defendant) Peterson from judgment against him on a note for $6500. (plus interest and attorneys’ fees) in favor of appellees (plaintiffs) Caylor and Walker; and an appeal by appellant (defendant) Concord Manor, Inc. from judgment against it for services rendered for $2260. (plus interest) in favor of appellee (plaintiff) Walker Farrington Company.
Appellees Caylor and Walker sued appellant Peterson on a $6500. note payable to Texas National Bank of Dallas and endorsed to appellants; and appellee Walker Farrington & Co., an accounting firm, sued appellee Concord Manor, Inc. for money due for accounting services. (While this is a two-pronged suit, appellees Walker and Caylor are principal owners of appellee Walker Farrington & Co., and appellant Peterson is the principal owner of appellant Concord Manor, Inc.)
Trial was to the court which rendered judgment for appellees Walker & Caylor against appellant Peterson for $6500. (plus interest and attorneys’ fees) on the note; and rendered judgment for appellee Walker Farrington & Co. against Concord Man- or, Inc. for $2260. (plus interest) for accounting services rendered.
Appellants appeal on six points contending:
1) The trial court erred in rendering judgment against Peterson on the note as there is no evidence Peterson executed the note (and the judgment is against the great weight and preponderance of the evidence).
2) The trial court erred in rendering judgment against Peterson on the note as there was no evidence that shows him liable as he was an accommodation maker of the note (and the judgment is against the great weight and preponderance of the evidence).
3) The trial court erred in rendering judgment against Concord Manor, Inc. for accounting fees as there was no evidence or insufficient evidence to support a finding of reasonable value of such services.
Appellants’ contentions 1 and 2 assert that Peterson did not sign the note, and that if he did he was an accommodation maker. Peterson was President and principal owner of Concord Manor, Inc., a nursing home. Appellees Walker and Cay-lor are CPAs who for several years through appellee Walker Farrington & Company furnished accounting services to [377]*377Peterson, Concord Manor, Inc. and other corporations owned by Peterson. In 1969 Peterson and Corporations owned by him, owed appellees $8500. for accounting fees which Peterson and the Corporations could not pay. Appellees said unless they were paid they could not continue to do accounting work for Peterson and the Corporations. Peterson' agreed to pay what was owed if appellees would help him make a loan. In December 1969, appellees accompanied Peterson to the Texas National Bank. The bank refused to loan Peterson the money unless appellees guaranteed payment. Appellees signed a collateral guarantee, and Peterson executed a note for $8750, to the bank. The proceeds of the loan were deposited to appellees’ accounting firm account and Petersons, and the other Corporations’ accounts were marked paid.
Appellees’ accounting firm continued to do accounting work for Concord Manor through July 1970.
The $8750. note was due in 90 days, and Peterson paid $1000. on it and renewed it. The renewal note came due July 8, 1970, and Peterson paid $1250. on same and renewed it to September 8, 1970 in the amount of $6500. This is the note involved in this case. Peterson defaulted on payment of this note and the bank called on appellees for payment under their collateral agreement. Appellees paid the bank $6500. plus interest and the bank endorsed the note to appellees.
The note is reproduced as follows:
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OPINION
McDONALD, Chief Justice.
This is an appeal by appellant (defendant) Peterson from judgment against him on a note for $6500. (plus interest and attorneys’ fees) in favor of appellees (plaintiffs) Caylor and Walker; and an appeal by appellant (defendant) Concord Manor, Inc. from judgment against it for services rendered for $2260. (plus interest) in favor of appellee (plaintiff) Walker Farrington Company.
Appellees Caylor and Walker sued appellant Peterson on a $6500. note payable to Texas National Bank of Dallas and endorsed to appellants; and appellee Walker Farrington & Co., an accounting firm, sued appellee Concord Manor, Inc. for money due for accounting services. (While this is a two-pronged suit, appellees Walker and Caylor are principal owners of appellee Walker Farrington & Co., and appellant Peterson is the principal owner of appellant Concord Manor, Inc.)
Trial was to the court which rendered judgment for appellees Walker & Caylor against appellant Peterson for $6500. (plus interest and attorneys’ fees) on the note; and rendered judgment for appellee Walker Farrington & Co. against Concord Man- or, Inc. for $2260. (plus interest) for accounting services rendered.
Appellants appeal on six points contending:
1) The trial court erred in rendering judgment against Peterson on the note as there is no evidence Peterson executed the note (and the judgment is against the great weight and preponderance of the evidence).
2) The trial court erred in rendering judgment against Peterson on the note as there was no evidence that shows him liable as he was an accommodation maker of the note (and the judgment is against the great weight and preponderance of the evidence).
3) The trial court erred in rendering judgment against Concord Manor, Inc. for accounting fees as there was no evidence or insufficient evidence to support a finding of reasonable value of such services.
Appellants’ contentions 1 and 2 assert that Peterson did not sign the note, and that if he did he was an accommodation maker. Peterson was President and principal owner of Concord Manor, Inc., a nursing home. Appellees Walker and Cay-lor are CPAs who for several years through appellee Walker Farrington & Company furnished accounting services to [377]*377Peterson, Concord Manor, Inc. and other corporations owned by Peterson. In 1969 Peterson and Corporations owned by him, owed appellees $8500. for accounting fees which Peterson and the Corporations could not pay. Appellees said unless they were paid they could not continue to do accounting work for Peterson and the Corporations. Peterson' agreed to pay what was owed if appellees would help him make a loan. In December 1969, appellees accompanied Peterson to the Texas National Bank. The bank refused to loan Peterson the money unless appellees guaranteed payment. Appellees signed a collateral guarantee, and Peterson executed a note for $8750, to the bank. The proceeds of the loan were deposited to appellees’ accounting firm account and Petersons, and the other Corporations’ accounts were marked paid.
Appellees’ accounting firm continued to do accounting work for Concord Manor through July 1970.
The $8750. note was due in 90 days, and Peterson paid $1000. on it and renewed it. The renewal note came due July 8, 1970, and Peterson paid $1250. on same and renewed it to September 8, 1970 in the amount of $6500. This is the note involved in this case. Peterson defaulted on payment of this note and the bank called on appellees for payment under their collateral agreement. Appellees paid the bank $6500. plus interest and the bank endorsed the note to appellees.
The note is reproduced as follows:
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" width="1503"/>
[378]*378Peterson’s name is typed at the end of the note proper, and Peterson signed the acknowledgment of the note and desire not to have insurance coverage.
The evidence is undisputed Peterson borrowed this money from Texas National Bank to pay delinquent accounting fees owed by Peterson and Corporations of which he was a partial owner and officer, to appellees. The accounting firm accepted the money, marked Peterson’s and the Corporations’ accounts paid, and continued to render accounting services to them.
Contentions 1 and 2 are overruled.
Contention 3 asserts there is no evidence or insufficient evidence to support a finding of reasonable value of service rendered Concord Manor, Inc. Concord Manor, Inc. agreed to pay $350. per month for the accounting services rendered. No portion of the bill was paid. Concord Manor, Inc. thus owed appellee accounting firm for such debt.
Contention 3 is overruled.
Affirmed.
Cite This Page — Counsel Stack
515 S.W.2d 375, Counsel Stack Legal Research, https://law.counselstack.com/opinion/peterson-v-caylor-texapp-1974.