Alexander v. State
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Opinions
ME. CHIEF JUSTICE JAMES T. HAEEISON
delivered the Opinion of the Court.
This is an appeal from a judgment entered upon a jury verdict in the district court of Mineral County.
It appears that in January of 1959 the State of Montana purchased certain real property in Mineral County from the owners. Upon the tract of land purchased there was a cement batching plant owned by the plaintiff. Following purchase of the land a dispute arose between plaintiff and the State Highway Commission as to whether or not plaintiff had an interest in the land for which defendant State was obligated [95]*95to reimburse him. In June of 1960, the defendant State brought a quiet title action concerning the real property and plaintiff was joined as a defendant. Following trial of that case it was adjudged that the State was the owner of the property “subject to a claim against said property in favor of Dee W. Alexander in the amount of the fair market value of the concrete mixing plant as it existed on said property as of June 1, I960.”
Following entry of that judgment the plaintiff filed this action and set up two causes of action in his complaint. The first was based upon a constructive trust theory under section 86-210, R.C.M.1947; the second based upon the judgment in the quiet title action hereinbefore referred to. Upon the trial the jury returned a verdict for the plaintiff in the sum of $24,500 and this appeal followed.
We shall comment briefly upon the contentions of defendant raised by its first specification of error. The State contends that it is immune to suit without its consent having been given, and argues that plaintiff should have proceeded under section 82-1113, R.C.M.1947, by presenting a claim to the State Board of Examiners.
Art. 3, § 14 of the Constitution provides:
“Private property shall not be taken or damaged for public use without just compensation having been first made to or paid into court for the owner.”
This constitutional provision was before this court in Less v. City of Butte, 28 Mont. 27, 72 P. 140, 61 L.R.A. 601, 98 Am.St.Rep. 545, and the court stated:
“* * * It seems very clear to us that this section was drafted in the broad language stated for the express purpose of preventing an unjust or arbitrary exercise of the power of eminent domain. It overturns the doctrine that one owning city or town property must continually live in dread of the changing whims of successive boards of aldermen. * * *
“* * * As to whether the appellant is liable ‘under the [96]*96laws (statutes) of Montana in force at the time’ is wholly immaterial. Section 14, Art III, of the Constitution, is both mandatory and prohibitory. It is self-executing and requires no legislation to rouse it from dormancy. Searle v. City of Lead, 10 S.D. 312, 73 N.W. 101, 39 L.R.A. 345; Hickman v. City of Kansas, 120 Mo. 110, 25 S.W. 225, 23 L.R.A. 658, 41 Am. St.Rep. 684; Harmon v. City of Omaha, 17 Neb. 548, 23 N.W. 503, 52 Am.Rep. 420. * * *
“We think the operation of this section of the Constitution ought not to be restricted. The declarations of constitutions are placed therein to be obeyed, and are not to be ‘frittered away by construction.’ In McElroy v. Kansas City (C.C.) 21 Fed. 257, Mr. Justice Brewer, in passing upon a similar constitutional provision, said: ‘I think, too, in these days of enormous property aggregation, where the power of eminent domain is pressed to such an extent, and when the urgency of so-called public improvements rests as a constant menace upon the sacredness of private property, no duty is more imperative than that of the strict enforcement of these constitutional provisions intended to protect every man in the possession of his own. * * * Such constitutional guaranty needs no legislative support, and is beyond legislative destruction.’ ”
No purpose would be served to cite cases decided through the intervening years to the same effect, suffice it to say that this interpretation has remained the law of Montana. There is no merit to this contention of the defendant, and the cause was properly before the court.
The State contends that certain instructions given were erroneous and others refused should have been given. We have examined the instructions as a whole and it appears that the jury were fairly and properly instructed. We shall hereafter further comment on one instruction.
Finally the State contends that the verdict of the jury is not supported by the evidence. We shall give a resume of the plaintiff’s evidence as to value.
[97]*97The plaintiff and one Basil Hunt testified as to the value of the plant. The plaintiff on direct examination testified that he would have considered selling the plant but not for less than $35,000; that such amount was the value he placed on it. On cross-examination he testified that he thought it would cost $15,000 to reproduce the structure, sometimes qualifying this figure to materials alone, other times not. He admitted certain motors in the plant were returned to him and the court instructed the jury that it should determine the reasonable value of any property that was salvaged and returned to plaintiff and deduct such amount from the fair market value of the plant as it existed June 1, 1960. However, no testimony was offered or received from which any value of property salvaged could be determined.
Basil Hunt testified he had never made an appraisal of a concrete plant before this one, though he exhibited experience in the concrete manufacturing business, had operated two plants on his own and had designed and built such plants. He had come into the Superior area on behalf of the general contractors for certain bridge work to provide a source of ready-mix concrete for them.
He had a firm opinion of what it would cost to replace the plant. When queried as to whether he had a figure that he would be willing to offer plaintiff for the plant he stated he did and he had it here in his hand. He later referred to this as an estimate which he stated was $35,019. Describing how he arrived at that figure he stated the purpose was of taking what was in the plant and putting it up somewhere where it could be operated; that he would be forced to change the design somewhat and as far as the purpose its accomplishments would be equal, or better. He stated the figures represented what you need in the way of a plant and was based on others that he put together. One of the items covered a cement storage warehouse 20' by 40' with load dock. When questioned that there was no cement storage warehouse on the plaintiff’s [98]*98property lie stated: “No, but there would be one when we get it ready.” His estimate sheet was marked as an exhibit and offered by the plaintiff and was received by the court over the objection of the defendant that it included items which were not even on the property, that it was an appraisal of some other property, no proper foundation, irrelevant, immaterial and incompetent for the purposes of the trial. This exhibit reads:
“Batch Plant 100 to 150 yd. capacity
“1. Site preparation, grading. $ 465.
“2. Slab for work area, 50 x 60 1,420.
“3. Concrete retaining wall 18' x 50' x 12 2,100.
“4. Water line and stand and well. 4,320.
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ME. CHIEF JUSTICE JAMES T. HAEEISON
delivered the Opinion of the Court.
This is an appeal from a judgment entered upon a jury verdict in the district court of Mineral County.
It appears that in January of 1959 the State of Montana purchased certain real property in Mineral County from the owners. Upon the tract of land purchased there was a cement batching plant owned by the plaintiff. Following purchase of the land a dispute arose between plaintiff and the State Highway Commission as to whether or not plaintiff had an interest in the land for which defendant State was obligated [95]*95to reimburse him. In June of 1960, the defendant State brought a quiet title action concerning the real property and plaintiff was joined as a defendant. Following trial of that case it was adjudged that the State was the owner of the property “subject to a claim against said property in favor of Dee W. Alexander in the amount of the fair market value of the concrete mixing plant as it existed on said property as of June 1, I960.”
Following entry of that judgment the plaintiff filed this action and set up two causes of action in his complaint. The first was based upon a constructive trust theory under section 86-210, R.C.M.1947; the second based upon the judgment in the quiet title action hereinbefore referred to. Upon the trial the jury returned a verdict for the plaintiff in the sum of $24,500 and this appeal followed.
We shall comment briefly upon the contentions of defendant raised by its first specification of error. The State contends that it is immune to suit without its consent having been given, and argues that plaintiff should have proceeded under section 82-1113, R.C.M.1947, by presenting a claim to the State Board of Examiners.
Art. 3, § 14 of the Constitution provides:
“Private property shall not be taken or damaged for public use without just compensation having been first made to or paid into court for the owner.”
This constitutional provision was before this court in Less v. City of Butte, 28 Mont. 27, 72 P. 140, 61 L.R.A. 601, 98 Am.St.Rep. 545, and the court stated:
“* * * It seems very clear to us that this section was drafted in the broad language stated for the express purpose of preventing an unjust or arbitrary exercise of the power of eminent domain. It overturns the doctrine that one owning city or town property must continually live in dread of the changing whims of successive boards of aldermen. * * *
“* * * As to whether the appellant is liable ‘under the [96]*96laws (statutes) of Montana in force at the time’ is wholly immaterial. Section 14, Art III, of the Constitution, is both mandatory and prohibitory. It is self-executing and requires no legislation to rouse it from dormancy. Searle v. City of Lead, 10 S.D. 312, 73 N.W. 101, 39 L.R.A. 345; Hickman v. City of Kansas, 120 Mo. 110, 25 S.W. 225, 23 L.R.A. 658, 41 Am. St.Rep. 684; Harmon v. City of Omaha, 17 Neb. 548, 23 N.W. 503, 52 Am.Rep. 420. * * *
“We think the operation of this section of the Constitution ought not to be restricted. The declarations of constitutions are placed therein to be obeyed, and are not to be ‘frittered away by construction.’ In McElroy v. Kansas City (C.C.) 21 Fed. 257, Mr. Justice Brewer, in passing upon a similar constitutional provision, said: ‘I think, too, in these days of enormous property aggregation, where the power of eminent domain is pressed to such an extent, and when the urgency of so-called public improvements rests as a constant menace upon the sacredness of private property, no duty is more imperative than that of the strict enforcement of these constitutional provisions intended to protect every man in the possession of his own. * * * Such constitutional guaranty needs no legislative support, and is beyond legislative destruction.’ ”
No purpose would be served to cite cases decided through the intervening years to the same effect, suffice it to say that this interpretation has remained the law of Montana. There is no merit to this contention of the defendant, and the cause was properly before the court.
The State contends that certain instructions given were erroneous and others refused should have been given. We have examined the instructions as a whole and it appears that the jury were fairly and properly instructed. We shall hereafter further comment on one instruction.
Finally the State contends that the verdict of the jury is not supported by the evidence. We shall give a resume of the plaintiff’s evidence as to value.
[97]*97The plaintiff and one Basil Hunt testified as to the value of the plant. The plaintiff on direct examination testified that he would have considered selling the plant but not for less than $35,000; that such amount was the value he placed on it. On cross-examination he testified that he thought it would cost $15,000 to reproduce the structure, sometimes qualifying this figure to materials alone, other times not. He admitted certain motors in the plant were returned to him and the court instructed the jury that it should determine the reasonable value of any property that was salvaged and returned to plaintiff and deduct such amount from the fair market value of the plant as it existed June 1, 1960. However, no testimony was offered or received from which any value of property salvaged could be determined.
Basil Hunt testified he had never made an appraisal of a concrete plant before this one, though he exhibited experience in the concrete manufacturing business, had operated two plants on his own and had designed and built such plants. He had come into the Superior area on behalf of the general contractors for certain bridge work to provide a source of ready-mix concrete for them.
He had a firm opinion of what it would cost to replace the plant. When queried as to whether he had a figure that he would be willing to offer plaintiff for the plant he stated he did and he had it here in his hand. He later referred to this as an estimate which he stated was $35,019. Describing how he arrived at that figure he stated the purpose was of taking what was in the plant and putting it up somewhere where it could be operated; that he would be forced to change the design somewhat and as far as the purpose its accomplishments would be equal, or better. He stated the figures represented what you need in the way of a plant and was based on others that he put together. One of the items covered a cement storage warehouse 20' by 40' with load dock. When questioned that there was no cement storage warehouse on the plaintiff’s [98]*98property lie stated: “No, but there would be one when we get it ready.” His estimate sheet was marked as an exhibit and offered by the plaintiff and was received by the court over the objection of the defendant that it included items which were not even on the property, that it was an appraisal of some other property, no proper foundation, irrelevant, immaterial and incompetent for the purposes of the trial. This exhibit reads:
“Batch Plant 100 to 150 yd. capacity
“1. Site preparation, grading. $ 465.
“2. Slab for work area, 50 x 60 1,420.
“3. Concrete retaining wall 18' x 50' x 12 2,100.
“4. Water line and stand and well. 4,320.
“5. Water pump — 500 gallons 786.
“6. 3 bins overhead storage 6,375.
“7. Grade-screening unit 4,250.
“8. Hopper for oversize 1,300.
“9. Bock crusher 3,680.
“10. Boot, elevator head, conveyor from crusher 1,830.
“11. Cement storage warehouse, 20' x 40' with load dock 4,635.
“12. Electric distribution system overhead 675.
“13. Electric wiring 840.
“14. Electric motors 748.
“15. 300" 24" Belt conveyor — portable 1,595.
“16. Total $35,019”
It appears from the record that the admission of this exhibit was error and prejudicial to the defendant in that it was not an appraisal of the plaintiff’s property because it included items not a part of that property. We have held that speculative and conjectural evidence cannot be the basis for a determination of fair market value. (State Highway Comm’n v. Bradshaw Land & Livestock Co., 99 Mont. 95, 43 P.2d 674; State Highway Comm’n v. Hoblitt, 87 Mont. 403, 288 P. 181; Lewis & Clark County v. Nett, 81 Mont. 261, 263 P. 418.) State [99]*99Highway Connn’n v. Smith & Jesson, 141 Mont. 302, 377 P.2d 352.
The prejudicial effect of this exhibit became all the more clear as the witness was further cross-examined as follows:
“Q. Now the slip of paper passed around to the jury, I took notes as it was going by, the retaining Avail Avas one item. Is there a retaining Avail in the Alexander property, is there a retaining Avail? A. Not that I could say.
“Q. What about this rock crusher, did you ever observe a rock crusher on the Alexander property? A. There always should be one.
“Q. No rock crusher? A. No.
“Q. You said already there Avas no 20 x 40 warehouse on the Alexander property. Do you lmoAV Aidiat the size of the Alexander plant Avas, the plant itself? A. No.
“Q. You don’t know what the size was? A. No.
“Q. What about the screening unit, $1,300 I believe you said, did you see the screening unit at this batching plant? A. No, vibrating and screen unit, no.
“Q. What you’re appraising is an ideal plant Avhich somebody ought to build if they are going to be in business, and you took this figure and you claim that this figure then represents the market value of the Alexander 12 x 12 cement batching plant, that’s Avhat you did in this case, isn’t it? A. My appraisal that I have in my hand, if you’re to buy the materials, I happen to have them if you Avere to buy them, you couldn’t do it for three times this much money.
“Q. I’m not trying to be argumentative at all, I Avant the jury to understand Avhat kind of an appraisal you made. You took these items here, these represent items you Avould like to see in a cement plant, but none of them were in the Alexander plant, Avere they, the rock crusher and those things? A. No.”
Cecil OAven, project engineer for the State Highway Commission examined the plant and testified it Avas made of wood, in his opinion used Avood, used railroad ties, could see nothing [100]*100new in the structure; that there were no concrete footings, no concrete construction at all; no water pump, no 3 bin overhead storage, no rock crusher, no elaborate electrical distribution system and no warehouse and that it took about two hours to dismantle it.
Only one other witness testified, Edward Mosier, right of way agent and appraiser for the State. His estimate for materials was $1,170.90, contractor’s overhead and profit $234.18, total cost of materials in place $1,405.08. Labor $1,000 roughly $2,400 total appraisal. Physical depreciation since the plant was not new materials $600, leaving a final appraisal of $1,800.
The photographs introduced by the State show a roughly built structure about 12' by 12' in size, containing what appear to be many old railroad ties and of extremely crude construction. To illustrate we set forth defendant’s exhibits A and B.
[101]*101
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" width="1210"/>
Exhibit A (Photograph)
[102]*102
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" width="1205"/>
Exhibit B (Photograph)
[103]*103While this is not an eminent domain action, what was said’ by this court in State Highway Comm’n v. Peterson, 134 Mont. 52, 328 P.2d 617, is applicable:
“Plaintiffs agree that the defendants should be fairly and wholly compensated. The contention of the plaintiffs is that the damages awarded defendants are far in excess of full compensation for the property taken. In eminent domain proceedings, the jury findings will generally not be disturbed on appeal unless they are so obviously and palpably out of proportion to the injury done as to be in excess of just compensation provided for by section 14, Article III, of the Montana Constitution. Yellowstone Park R. R. Co. v. Bridger Coal Co., 34 Mont. 545, 87 P. 963; Interstate Power Co. v. Anaconda Copper Min. Co., 52 Mont. 509, 159 P. 408.”
We have discussed in the ease of State Highway Comm’n v. Smith & Jesson, supra, the previous holdings of this court where opinions of witnesses as to value are based upon speculative and conjectural evidence. The testimony of the owner in this cause, standing alone, is not sufficient to sustain the verdict. His testimony is contradictory and is not clear and convincing so as to sustain his burden of proof.
On the record here the damages awarded plaintiff are obviously and palpably out of proportion to the injury done as to be in excess of just compensation and the judgment must be reversed and remanded for a new trial.
Since this cause is being remanded for a new trial and the matter of testimony of an owner as to value has been referred to we feel it appropriate to re-examine the rule heretofore laid down by this court with respect to such testimony.
In Story v. Maclay, 3 Mont. 480, it was held that a plaintiff owner of an ox train seeking to recover an amount for transporting merchandise from Fort Peck to the Old Crow Agency, who did not have any knowledge of the freighting business, or the rates usually charged therein, or the topography of the country between Fort Peck and Crow Agency, or any other fact [104]*104that would qualify him as an expert, was not competent to express his opinion as to what it was reasonably worth to transport the freight. After discussing what would have to be known from practical experience and observation to qualify to give such testimony, the court stated:
“The record does not show that the witness was competent to give his opinion as an expert. There was no preliminary examination to ascertain whether he was qualified to express an opinion upon the subject of the inquiry. It does not appear that he had any knowledge whatever of the freighting business, or of the rates usually charged per pound for transporting merchandise. It was not shown that he knew any facts or had any knowledge that would qualify him to speak as an expert. His opinion was therefore incompetent testimony upon a material issue and its admission in evidence error.”
It is apparent that in this early case no differentiation was made between the position of one as owner and the ordinary expert witness, both being required to possess the qualifications of an expert witness.
In Osmers v. Furey, 32 Mont. 581, 590, 81 P. 345, dealing with the testimony of an owner as to value, it was stated:
“The plaintiff testified that most of the furniture had been purchased by her from a prior lessee for $1,600 about 14 months before the seizure, and that soon after her purchase she had added to it to the amount of $400 by the purchase of new furniture. She stated that she knew the value of the furniture, and that it was worth $2,000. The testimony was admitted, over the objection of defendants that it was incompetent in that the plaintiff had not shown sufficient knowledge to give her opinion, and that the purchase price paid by her did not in any way tend to show the market value of it. The witness stated further that she had been using the greater portion of the furniture for about 14 months, having bought it when nearly new from one Eva A 1thoff, who had assigned the lease to her; that it was in good condition; that she had once before purchased prop[105]*105erty of the same sort; that she had added to it about $400 worth of other furniture entirely new; that none of it had deteriorated appreciably by use; and, after stating the price she paid for it ($2,000), that it was still worth that amount to any person who desired to buy property of that character, whether in the house, as when she purchased it, or not. While the knowledge and experience thus evinced by her was not extensive, still it was sufficient to permit her to state her opinion. Holland v. Huston, 20 Mont. 84, 49 Pac. 390; Emerson v. Bigler, 21 Mont. 200, 53 Pac. 621; Porter v. Hawkins, 27 Mont. 486, 71 Pac. 664.”
The court still required qualification by knowledge and experience of an owner to permit testimony as to value.
In Roy v. Clark, (Mont 1923), 215 P. 232, this court stated:
“The court erred in permitting the plaintiff to give her opinion of the value of the automobile, which the evidence disclosed was a 1917 model, secondhand when purchased by plaintiff for $400, and used by her over 13 months. In this state the mere fact of ownership of personal property is not regarded as sufficient to qualify one to state his estimate of its value. Wigmore on Evidence, § 447, lays down the following rule:
“ ‘A witness called upon to give an opinion on the subject of value, whether offered as an expert or not, must lay a proper foundation for the introduction of his opinion, by showing he possesses the means to form an intelligent opinion, derived from an adequate knowledge of the nature and kind of property in controversy, and of its value.’ Osmers v. Furey, 32 Mont. 581, 81 Pac. 345; Matoole v. Sullivan, 55 Mont. 363, 177 Pac. 254; Roy v. King’s Estate, 55 Mont. 567, 179 Pac. 821; Watson v. Colusa-Parrot, etc., Co., 31 Mont. 513, 79 P. 14.
“While there is no inflexible rule laid down under which the qualifications of a witness are to be tested, it should appear that the witness has had, and utilized, means superior to those available to the jurors. Mont. R. Co. v. Warren, 137 U.S. 348, 11 Sup. Ct. 96, 34 L.Ed. 681. Plaintiff did not show sufficient knowledge upon the subject to render her competent to [106]*106testify as to the value of the car. Timely and proper objection was interposed and should have been sustained. She could not describe and did not know the condition of the car when purchased or on the date of its conversion or during the interim, could not enumerate the new parts purchased, the repairs made or the cost of either, and while not knowing the cost of a new car of like kind, she expressed the belief that the valuation fixed by her was less than one-half the price of a new car.”
These prior holdings were qualified in Klind v. Valley County Bank of Hinsdale, 69 Mont. 386, 222 P. 439, wherein the court stated.
“In proof of the value of the animals converted, the plaintiff- testified, based upon his personal knowledge of the particular cattle and eight years’ experience in raising and handling cattle in the immediate vicinity, that the ‘whole bunch’ of cattle were worth from $835 to $950, and he thereupon gave specific estimate of the animals.”
There were two other witnesses as to value and after reciting the testimony of these two witnesses our court continued:
“All this testimony of these thre'e witnesses as to value was introduced without objection on the part of the defendant or question as to their qualification. On cross-examination of each of them, it appeared that none of them were familiar with any sales of cattle in the immediate vicinity in the fall of 1921, and therefore it is argued that such evidence is of no merit whatsoever on the question of value.
“Defendant’s contention relative to such character of evidence is not supported by the correct rule applicable. As to the owner’s version of the value of the property converted and the sufficiency of his evidence in that respect, Professor Wigmore, in his work on Evidence, lays down the correct rule as follows: ‘The general test, that anyone familiar, with the values in question may testify, is liberally applied, and with few attempts to lay down detailed minor tests. The owner of an article, whether he is generally familiar with such values or not, ought [107]*107certainly to be allowed to estimate its worth; the weight of his testimony (which often would be trifling) may be left to the jury; and the courts have usually made no objection to this policy.’ Wigmore on Evidence (2d Ed.) § 716.
“The correct result was reached by this court in Roy v. Clark not officially reported in the Montana Reports, 215 Pac. 232, but this court was in error therein in indicating that, in an action of conversion, the owner of personal property, by reason of such ownership alone, is not qualified to give an estimate of its value. "We are now satisfied that prima facie proof of ownership of personal property alleged to have been converted is all that is required to qualify the claimant to make an estimate of its reasonable value, and so declare the rule.”
In Vukmanovich v. State Assur. Co., 82 Mont. 52, 264 P. 933, dealing with the testimony of an owner, this court stated:
“It is contended the court erred in overruling objection to this question, asked of plaintiff, ‘Were the values that you placed upon the articles at that time the reasonable value of those articles at that time, in your opinion?’ To which question she answered, ‘Sure, indeed, they were worth the value mentioned.’ The question and answer referred to the list made for plaintiff by another, above referred to and admitted in evidence. The answer is the answer above discussed and given preliminary to offer in evidence of the list. The answer was given after plaintiff had testified that, in having the list made for her, she had given as the values of the various articles what she remembered as having been told her by her husband, who purchased the articles, to have been the purchase prices thereof. Then came the foregoing question, purporting to elicit a statement of her own knowledge, and the answer.
“True, in Klind v. Valley County Bank, 69 Mont. 386, 222 P. 439, this court held that prima facie proof of ownership of personal property, alleged to have been converted, is all that is required to qualify the claimant to make an estimate of its reasonable value; in other words, that an owner of personal prop[108]*108erty may testify to its reasonable value. ■ As there set forth, Prof. Wigmore, in his work on Evidence, says: ‘The owner of an article, whether he is generally familiar with such values or not, ought certainly to be allowed to estimate its worth; the weight of his testimony (which often would be trifling) may be left to the jury.’ Wigmore on Evidence, (2d Ed.) § 716. In this instance, we consider the answer of plaintiff worse than trifling; we consider it inherently wholly valueless, because of its nature. Here we have a witness, the owner, testifying a lot of household furniture and goods, purchased years in the past, much of it many years, to be worth the purchase price, $4,247.30, when purchased, used for years in a boardinghouse, and still of the same value, making no allowance for depreciation. It is incredible, obviously untrue. When an owner of personal property testifies in a reasonable way as to the value thereof, it is competent testimony. In this instance we hold the testimony incompetent. We so hold not that the owner may not estimate the value of his property, but because of the nature of the answer. True, the trial court could not tell from the question what would be the answer, but, after the answer had been made, counsel for defendant moved to strike it, and we hold it should have been stricken.” (Emphasis added.)
In later opinions this court has consistently stated the rule to be that the owner of property is a competent witness to estimate its value. See Rasmussen v. O. E. Lee & Co., 104 Mont. 278, 66 P. 2d 119; Smith v. Armstrong, 118 Mont. 290, 166 P.2d 793; Harding v. H. P. Johnson, Inc., 126 Mont. 70, 244 P.2d 111.
A resume of the foregoing expressions of this court on the rule permitting an owner to estimate the value of his property discloses that in the early opinions the owner needed the qualifications of practical experience, observation and knowledge on which to base an intelligent opinion.
The Klind case, supra, adopted the rule that the owner of an article, whether generally familiar with such values or not, ought [109]*109to be allowed to estimate its worth, the weight of his testimony to be left to the jury, and the court qualified the opinion in the Roy ease, supra. It should be noted that in the Roy case the owner had no knowledge as to the value of the car while in the Blind case the owner evidenced practical experience, observation and knowledge on which to base an intelligent opinion.
Following the Blind case in the Vukmanovich case this court refused to accept the testimony of the owner as to value because in its opinion such testimony was incredible, obviously untrue, and limited the rule expressed in the Klind case by stating that if the owner testifies in a reasonable way as to the value it would be competent testimony.
Reasonable is defined in Webster’s Third New International Dictionary as “being in agreement with right thinking or right judgment; not conflicting with reason: not absurd: not ridiculous: * * * not extreme: not excessive: * *■ *■ possessing good sound judgment: well balanced: sensible.”
Following the Vukmanovich case, the later opinions of this court have made the unqualified statement that an owner is a competent witness to estimate the value of his property, overlooking the factor that such estimate must be reasonable. Through these intervening years many economic changes have occurred and particularly at this time our courts have a number of eminent domain actions and in many of which, like the instant case, the owner’s testimony is not reasonable but on the contrary is speculative, conjectural, and contradictory.
It would appear from the expressions in our later opinions that mere proof of ownership has been interpreted to permit such owner to estimate the value in any field of use of his property that could be conceived, rather than limiting it to his reasonable opinion as to the value of the property. We believe the rule should be further limited to make the owner a competent witness to testify as to the reasonable value of the property for the use to which he is putting it, and to go beyond that field he must possess the qualifications required of a general witness [110]*110as to value. Illustrating our view, one using land owned by him for the purpose of pasture in grazing cattle may testify in a reasonable way as to its value for that purpose, but he may not testify as to its value as town lots, or as a gravel pit, or for any other purpose unless he be further qualified.
This court stated in State Highway Comm’n v. Peterson, supra, 134 Mont, at 63, 328 P.2d at 623:
“Who are competent to give opinions on value of property is generally in the discretion of the trial judge. It must appear that the witness has some peculiar means of forming an intelligent and correct judgment as to the value of the property in question beyond what is presumed to be possessed by men generally. Lewis, Eminent Domain, § 656, p. 1127 (3d. ed.). One who knows the real property in question and is familiar with the uses to which it may be put, may testify as to its market value. The witness need not know of any sales and he need not be a technical expert.”
We now restate the rule to be that an owner, upon prima facie proof of ownership, shall be qualified to estimate in a reasonable way the value of his property for the use to which he has been putting it. Such owner is not qualified by virtue of ownership alone to testify as to its value for other purposes unless he possess, as any other witness as to value, “some peculiar means of forming an intelligent and correct judgment as to the value of the property in question beyond what is presumed to be possessed by men generally.”
The judgment is reversed and the cause ordered remanded for a new trial.
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Cite This Page — Counsel Stack
381 P.2d 780, 142 Mont. 93, 1963 Mont. LEXIS 77, Counsel Stack Legal Research, https://law.counselstack.com/opinion/alexander-v-state-mont-1963.