BD. OF ADJUST., CORPUS CHRISTI v. McBride
This text of 676 S.W.2d 705 (BD. OF ADJUST., CORPUS CHRISTI v. McBride) 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
KENNEDY, Justice.
This is a zoning case. Appellee was building a home in violation of the setback requirement of the City’s zoning ordinance. The work was stopped pursuant to an injunction. The Board of Adjustment granted some variances and denied others. The decision of the Board was appealed to the district court by writ of certiorari. Trial was to the court, and findings of fact and conclusions of law were filed. The order of the trial court affirmed the decision of the Board in part, modified the decision in part and dissolved the temporary injunction. The Board appealed this order. We affirm.
By its first point of error, appellant complains that the trial court erred in concluding that the decision of the Board was illegal and that there was an abuse of discretion in the Board’s decision to partially maintain the existing building setback lines.
Appeal from a decision of the Board of Adjustment is governed by TEX.REV.CIV. STAT.ANN. art. lOllg (Vernon Supp.1984). This statute authorizes the taking of testimony and permits the trial court to affirm, wholly or partly, or to modify the decision of the Board. TEX.REV.CIV.STAT.ANN. art. 10llg(m) (Vernon Supp.1984).
The only question which may be raised by the petition is the legality of the Board’s order. City of San Angelo v. Boehme Bakery, 144 Tex. 281, 190 S.W.2d 67 (1945); TEX.REV.CIV.STAT.ANN. art. 1011g(j) (Vernon Supp.1984). See Nu-Way Emulsions, Inc. v. City of Dalworthington Gardens, 617 S.W.2d 188 (Tex.1981). In passing on the legality of the order of the Board, the trial court shall consider the original papers before the Board, as well as evidence introduced before the trial court and from a consideration of the whole, determine whether or not the Board abused its discretion. Boehme, 190 S.W.2d at 70; TEX.REV.CIV.STAT.ANN. art. 1011g(l,m) (Vernon Supp.1984). The trial court is not to substitute its discretion for that of the Board. Boehme, 190 S.W.2d at 70. Whether or not the Board abused its discretion is a matter of law. Boehme, 190 S.W.2d at 70.
Appellant’s point of error is directed at the trial court’s conclusions of law without directly attacking the findings of fact. Therefore, so long as there is some evidence to support the findings of the trial court, they are binding on this Court. Katz v. Rodriguez, 563 S.W.2d 627 (Tex.Civ.App.—Corpus Christi 1977, writ ref’d n.r.e.).
The trial court found, among other things, that appellee was the owner of the property; that a 25-foot setback line was required, but that other similar lots had 10-foot setbacks; that appellee had conferred with city employees and “prepared a site plan he honestly thought met the city’s requirements”; that site plans submitted to the city showed a 15-foot setback; that a building permit was issued; that, when the house was under construction, it was in *707 spected by city inspectors; that, when ap-pellee had spent $75,000 and the house was 75-80% complete, appellee was informed that he must stop work; that the house did in fact encroach over the 25-foot setback line, but was built in substantial compliance with the original site plan; that “[a]fter due notice and a hearing the Zoning Board of Adjustment found that owing to the special circumstances and conditions a literal enforcement of the provisions of the ordinance would result in an unnecessary hardship on McBride and that a variance to the setback lines would not be contrary to the public interest”; but that the Board, although it allowed some variances, required the Northwest corner of the house to be removed; that it is not uncommon for variances to setback lines to be granted; that to remove the Northwest corner of appellee’s house would adversely affect the structural integrity of the house and would cost at least $4,200, would render the house unsightly, and would serve no useful function, and would not serve any of the stated purposes of the Corpus Christi Zoning Ordinance.
The trial court then concluded, among other things, that the Board “abused its discretion in that portion of its decision which maintained the 25 foot building setback line in the northwest corner of Lot 19 beginning at the North line of said lot and running parallel to Sanders Drive a distance of 27 feet, thus requiring McBride to remove the northwest portion of the house’s wall, roof and foundation, ...”
The difference between the decision of the Board and the order of the trial court is illustrated by this sketch which is based on PX-3:
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OPINION
KENNEDY, Justice.
This is a zoning case. Appellee was building a home in violation of the setback requirement of the City’s zoning ordinance. The work was stopped pursuant to an injunction. The Board of Adjustment granted some variances and denied others. The decision of the Board was appealed to the district court by writ of certiorari. Trial was to the court, and findings of fact and conclusions of law were filed. The order of the trial court affirmed the decision of the Board in part, modified the decision in part and dissolved the temporary injunction. The Board appealed this order. We affirm.
By its first point of error, appellant complains that the trial court erred in concluding that the decision of the Board was illegal and that there was an abuse of discretion in the Board’s decision to partially maintain the existing building setback lines.
Appeal from a decision of the Board of Adjustment is governed by TEX.REV.CIV. STAT.ANN. art. lOllg (Vernon Supp.1984). This statute authorizes the taking of testimony and permits the trial court to affirm, wholly or partly, or to modify the decision of the Board. TEX.REV.CIV.STAT.ANN. art. 10llg(m) (Vernon Supp.1984).
The only question which may be raised by the petition is the legality of the Board’s order. City of San Angelo v. Boehme Bakery, 144 Tex. 281, 190 S.W.2d 67 (1945); TEX.REV.CIV.STAT.ANN. art. 1011g(j) (Vernon Supp.1984). See Nu-Way Emulsions, Inc. v. City of Dalworthington Gardens, 617 S.W.2d 188 (Tex.1981). In passing on the legality of the order of the Board, the trial court shall consider the original papers before the Board, as well as evidence introduced before the trial court and from a consideration of the whole, determine whether or not the Board abused its discretion. Boehme, 190 S.W.2d at 70; TEX.REV.CIV.STAT.ANN. art. 1011g(l,m) (Vernon Supp.1984). The trial court is not to substitute its discretion for that of the Board. Boehme, 190 S.W.2d at 70. Whether or not the Board abused its discretion is a matter of law. Boehme, 190 S.W.2d at 70.
Appellant’s point of error is directed at the trial court’s conclusions of law without directly attacking the findings of fact. Therefore, so long as there is some evidence to support the findings of the trial court, they are binding on this Court. Katz v. Rodriguez, 563 S.W.2d 627 (Tex.Civ.App.—Corpus Christi 1977, writ ref’d n.r.e.).
The trial court found, among other things, that appellee was the owner of the property; that a 25-foot setback line was required, but that other similar lots had 10-foot setbacks; that appellee had conferred with city employees and “prepared a site plan he honestly thought met the city’s requirements”; that site plans submitted to the city showed a 15-foot setback; that a building permit was issued; that, when the house was under construction, it was in *707 spected by city inspectors; that, when ap-pellee had spent $75,000 and the house was 75-80% complete, appellee was informed that he must stop work; that the house did in fact encroach over the 25-foot setback line, but was built in substantial compliance with the original site plan; that “[a]fter due notice and a hearing the Zoning Board of Adjustment found that owing to the special circumstances and conditions a literal enforcement of the provisions of the ordinance would result in an unnecessary hardship on McBride and that a variance to the setback lines would not be contrary to the public interest”; but that the Board, although it allowed some variances, required the Northwest corner of the house to be removed; that it is not uncommon for variances to setback lines to be granted; that to remove the Northwest corner of appellee’s house would adversely affect the structural integrity of the house and would cost at least $4,200, would render the house unsightly, and would serve no useful function, and would not serve any of the stated purposes of the Corpus Christi Zoning Ordinance.
The trial court then concluded, among other things, that the Board “abused its discretion in that portion of its decision which maintained the 25 foot building setback line in the northwest corner of Lot 19 beginning at the North line of said lot and running parallel to Sanders Drive a distance of 27 feet, thus requiring McBride to remove the northwest portion of the house’s wall, roof and foundation, ...”
The difference between the decision of the Board and the order of the trial court is illustrated by this sketch which is based on PX-3:
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" width="1558"/>
The difference between the decision of the Board and that of the court is that the Board would require at least the partial removal of the covered patio, and the trial court’s order would permit it to remain as built. As shown on the photographs below, PX-23 and PX-25, the wall to be removed is an integral part of the structure, and the *708 roof over the patio is an integral part of the roof of the house. To make the modification required by the decision of the Board would require extensive structural and cosmetic changes,
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" 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*709 The Board of Adjustment is authorized to vary zoning regulations when hardship exists and where the variance would not be contrary to the public interest. TEX.REV.CIV.STAT.ANN. art. 1011g(g)(3) (Vernon Supp.1984); Corpus Christi Zoning Ordinance § 29-5.01 (1982). The unchallenged findings of fact state that there is hardship on the part of appel-lee and that the variance would not adversely affect the public interest. The trial court found it to be an abuse of discretion on the part of the Board to fail to grant the variance. We agree. See City of Corpus Christi v. Allen, 152 Tex. 137, 254 S.W.2d 759 (1953) (non-conforming use may continue when the removal will not promote public health, morals, safety or welfare); Southland Life Insurance Co. v. Egan, 126 Tex. 160, 86 S.W.2d 722 (1935); Benton v. Wilmer-Hutchins Ind. Sch. Dist., 662 S.W.2d 696 (Tex.App.—Dallas 1983, writ dism’d) (failure to apply the law to undisputed facts is abuse of discretion).
Appellant’s first point of error is overruled.
Appellant’s second and third points .of error complain that the trial court erred in dissolving the temporary injunction against appellee.
On January 20, 1984, appellee filed a motion to dismiss this appeal in part, stating that the work which had been enjoined was now completed and that the points of error were now moot. This motion was supported by appellee’s affidavit. A cause becomes moot when the appellate court’s judgment cannot have any practical legal effect upon a then-existing controversy. Las Palmas Plaza, Inc. v. City of Port Isabel, 665 S.W.2d 855 (Tex.App.—Corpus Christi 1984, no writ); Stephenson v. State, 515 S.W.2d 362 (Tex.Civ.App.—Dallas 1974, writ dism’d). Since the work is completed, a reinstatement of the injunction will have no practical effect, and the complaint is moot.
Appellant’s second and third points of error are overruled.
The judgment of the trial court is AFFIRMED.
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Cite This Page — Counsel Stack
676 S.W.2d 705, 1984 Tex. App. LEXIS 6169, Counsel Stack Legal Research, https://law.counselstack.com/opinion/bd-of-adjust-corpus-christi-v-mcbride-texapp-1984.