Smith v. Smith
This text of 278 N.W.2d 155 (Smith v. Smith) is published on Counsel Stack Legal Research, covering South Dakota Supreme Court primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinions
BRAITHWAITE, Circuit Judge.
This is a products liability case arising out of personal injuries suffered by John Duane Smith (employee) when the fingers and thumb of his left hand were amputated by the blade of a band saw which was manufactured by defendant Aurora Industries (Aurora), distributed by defendant Bernard Dodd, Inc. (Dodd) and owned by his employer, defendant A. Kenneth Smith (employer).1
STATEMENT OF FACTS
Employee was hired by employer as a farm laborer. He was twenty-three years of age at the time of the accident and had lived and worked on farms all of his life. He was familiar with, and had operated, various kinds of equipment and machinery while working on his father’s farm and for employer. The band saw involved in this case is shown in the photograph below. The saw blade (A) was made of steel and mounted on two wheels (B), which turned by a slow-speed motor and gears. On both sides of the cutting area (C), there were rollers which acted as guides for the blade. The blade itself and the guides are adjustable and require adjustment from time to time. The blade was changeable and the record indicates that the blade had been changed a few weeks prior to the accident. The saw also had a guard (D) over a portion of the blade.
[157]*157
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BRAITHWAITE, Circuit Judge.
This is a products liability case arising out of personal injuries suffered by John Duane Smith (employee) when the fingers and thumb of his left hand were amputated by the blade of a band saw which was manufactured by defendant Aurora Industries (Aurora), distributed by defendant Bernard Dodd, Inc. (Dodd) and owned by his employer, defendant A. Kenneth Smith (employer).1
STATEMENT OF FACTS
Employee was hired by employer as a farm laborer. He was twenty-three years of age at the time of the accident and had lived and worked on farms all of his life. He was familiar with, and had operated, various kinds of equipment and machinery while working on his father’s farm and for employer. The band saw involved in this case is shown in the photograph below. The saw blade (A) was made of steel and mounted on two wheels (B), which turned by a slow-speed motor and gears. On both sides of the cutting area (C), there were rollers which acted as guides for the blade. The blade itself and the guides are adjustable and require adjustment from time to time. The blade was changeable and the record indicates that the blade had been changed a few weeks prior to the accident. The saw also had a guard (D) over a portion of the blade.
[157]*157
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" width="1536"/>
The correct method of operating this saw was to raise one of the wheels into an upright position by using the handle (E). The piece of iron to be cut was then inserted into a vise (F) and tightened. The wheel was lowered by using the handle until it touched the piece of iron to be cut. The operator of the saw turned it on manually by pushing the toggle switch (G) up to the “on” position. When the piece of metal was cut through, the metal arm attached to the wheel (H) would press the toggle switch into the “off” position so that the saw would shut off automatically. The operator would then lift the wheel, by using the handle, into the upright stationary position and remove the cut piece of iron from the vise.
Employee had received instructions on the use of the saw and had operated it on previous occasions either by himself or with employer and others. During the times he had used the saw before the accident, the saw always worked properly and it shut off automatically when the piece of metal was cut through. After the accident, the saw was tested, both in and out of the courtroom, to see if it would turn on without manually switching it. The saw worked properly except when the metal arm had been hammered out of adjustment.
[158]*158On April 13,1972, employee put a piece of angle iron in the vise, turned the machine on manually with the toggle switch, and left the machine shed for a few minutes. When he returned to the saw, the blade was not turning, the metal piece was cut through, and the motor was not running. When he raised the wheel of the saw by using the handle, the saw came back on. He could not explain why. When the saw started up, he testified that it startled him so that he took his hand off the handle and grabbed the unprotected portion of the wheel with his left hand. The hand was caught by the rotation of the blade, and his fingers and thumb were amputated.
PROCEDURAL HISTORY
Employee sued Aurora and Dodd on the grounds of negligence, breach of warranties, and strict liability. Essentially, employee alleged defective design and manufacture by Aurora as follows: (1) the design of the saw was defective in having the “on” switch incorporated into the “off” switch; (2) the design was such that the “on” switch was fully exposed and capable of accidental activation; (3) the design of the automatic shut-off device was such that there was no positive shut-off; (4) the design did not include an emergency shut-off switch; (5) the on-off switch itself was defective in that it failed to properly and automatically, as designed, open the electrical circuit thereby positively deactivating the band saw; and (6) the saw blade was improperly guarded in that more of the blade was exposed than was safe or necessary. Employee alleged that Dodd placed the saw on the market in an unreasonably dangerous condition, knowing that it would be used without inspection.
Employee sued employer claiming breach of the duty to provide a reasonably safe place to work and reasonably safe equipment.
The trial court submitted the case to the jury as to the employer upon the ground of negligence, and as to Aurora and Dodd upon strict liability. The jury found against employee and for all defendants. On appeal, employee alleges: (1) the trial court erred in instructing the jury that contributory negligence was a defense available to Aurora and Dodd under the doctrine of strict liability in tort; (2) the trial court erred in denying employee’s motions for a directed verdict, a judgment notwithstanding the verdict, or a new trial since there was no evidence of contributory negligence, misuse of the product, or assumption of the risk on the part of employee, and the defendants were liable for his injuries as a matter of law; and (3) the trial court erred in submitting separate jury verdict forms as to Aurora and Dodd because the liability of the manufacturer and the distributor is identical under the theory of strict liability.
ISSUES
1. Whether contributory negligence is a defense to strict liability. We hold it is not.
2. Whether there was evidence to support a jury verdict in favor of the employer and against the employee. We hold there was.
3. Whether it was error to submit separate verdict forms as to the defendants Dodd and Aurora. We hold it was not.
ISSUE # 1
Strict liability in South Dakota was not created by legislative fiat; it is the progeny of the judiciary. In Engberg v. Ford Motor Company, 87 S.D. 196, 205 N.W.2d 104 (1973), we adopted strict liability as expressed in Restatement of Torts (Second) § 402A.2 Subsequently in Shaffer [159]*159v. Honeywell, Inc., S.D., 249 N.W.2d 251, we affirmed the position taken in Engberg. In neither of those cases were we faced with the question of what defenses are available in a strict liability action.
Dodd and Aurora urge that § 402A is procedural only; that it lifts a plaintiff’s burden of proving negligence in certain products liability cases but leaves unaltered the basic nature of the action; and that it simply creates a class of negligence actions where the plaintiff’s burden of proving negligence is replaced by a burden of proving a defect which is unreasonably dangerous. They claim this was recognized in the underlined portion of the following quote from Engberg:
Section 402A is designed to protect the public and insure that damages resulting from defective products are borne by those who market the product. However, the concept does not make the manufacturer an absolute insurer against any injuries caused by his product. It merely relieves the plaintiff of the burden of proving negligence by the manufacturer. To prevail, the plaintiff still must prove that the product was in a dangerous and defective condition when it left the manufacturer. (emphasis added) 87 S.D. at 205, 205 N.W.2d at 109.
Lifted out of context, the emphasized sentence does indicate that § 402A is procedural only. Clearly it has a procedural effect. In the context of the balance, however, we do not believe the court was saying the only effect of adopting § 402A is procedural; it was merely emphasizing that the section did not make a seller an absolute insurer.
With rare exceptions the courts that have adopted the doctrine of strict liability (whether in the precise language of § 402A or not) have held that it is substantive. These courts hold that strict liability is not a negligence action with the elements of proof changed, but is a wholly different tort action. We believe that the court in Engberg was creating a wholly new tort cause of action, and we disapprove Engberg to the extent it may suggest that § 402A has only a procedural effect.
Were strict liability simply a type of negligence action, we would be compelled to hold that the classical negligence action defenses are available. Since that is not the case — and since this is a case of first impression in our state — we are free to determine what, if any, defenses should be allowed to this new tort action first judicially recognized in our state in 1973.
Many courts have considered the question of what defenses are available in strict liability cases. Classifying them is difficult because all of the courts do not mean the same thing when they use the terms contributory negligence and assumption of risk. A reading of the cases from other jurisdictions satisfies us that regardless of the nomenclature used they can be divided into four classifications:
(1) The classical negligence defenses are all available; 3
(2) A restricted species of contributory negligence is a defense;4
[160]*160(8) Most jurisdictions hold that contributory negligence — whether classical or restricted — is not a defense; 5 and
(4) Finally, California and Alaska hold that contributory negligence is not a defense, but plaintiff’s recovery may be reduced on a theory of “comparative fault” which balances the user’s negligence against the defectiveness of the product.6
We cannot determine whether justice requires or permits a defense of contributory negligence without looking at the purpose upon which strict liability is founded. All courts that have considered the question find that purpose to be as articulated in Engberg: “to protect the public and insure that damages resulting from defective products are borne by those who market the product.” 87 S.D. at 205, 205 N.W.2d at 109. Strict liability is an abandonment of the fault concept in product liability cases. No longer are damages to be borne by one who is culpable; rather they are borne by one who markets the defective product. The question of whether the manufacturer or seller is negligent is meaningless under such a concept; liability is imposed irrespective of his negligence or freedom from it. Even though the manufacturer or seller is able to prove beyond all doubt that the defect was not the result of his negligence, it would avail him nothing. We believe it is inconsistent to hold that the user’s negligence is material when the seller’s is not.
In our highly productive society there is an ever increasing number of persons injured by defective products. More frequently, the product is manufactured hundreds or thousands of miles away. The difficulties and expense of proof plus the plethora of injuries due to defective products have shown that the traditional concept of negligence and contributory negligence is no longer a viable manner of allocating responsibility for the increasing volume of damages resulting from defective products. We hold that the plaintiff’s or the defendant’s negligence is irrelevant and [161]*161contributory negligence is not a defense in strict liability.7
In spite of the apparent certainty with which liability is affixed to a seller who markets a defective product, there are two circumstances where a user’s conduct will bar recovery. These two are when the consumer assumes the risk or misuses the product. By assumption of risk we mean the conduct of one who is aware the product is defective, knows the defect makes the product unreasonably dangerous, has a reasonable opportunity to elect whether to expose himself to the danger, and nevertheless proceeds to make use of the product. By misuse we mean use of the product in a manner or purpose other than that for which it was manufactured. Recognition of assumption of risk and misuse of product as defenses does not undermine the philosophical basis of strict liability.
The trial court instructed the jury on contributory and comparative negligence but did not restrict application of those instructions to the claim against the employer. In fact, by use of the plural in those instructions the jury was instructed that the defenses of contributory and comparative negligence were available on the strict liability claims against Dodd and Aurora. This was error. We are unable to say upon what basis the jury found Aurora and Dodd not liable. There was evidence from which they could find the saw was defective; that it was unreasonably dangerous; that the defect was a proximate cause of the employee’s injury; and that the employee was guilty of contributory negligence more than slight. Since these are possible explanations of the verdict in favor of Aurora and Dodd, we conclude that submission of the issue of contributory negligence on the strict liability claims was prejudicial error requiring reversal.
ISSUE # 2
We turn to the issue of sufficiency of the evidence to support the jury verdict.
An employer has an affirmative duty to provide his employees with a reasonably safe place to work and reasonably safe tools. The employer is not an insurer of the safety of the tools or places of work but is liable only for negligence. He may not be liable for failure to fulfill that duty if the employee has equal knowledge with the master as to the safety of the tool or if the danger is so obvious that the employee must know by the use of ordinary intelligence the danger that confronts him. Stoner v. Eggers, 77 S.D. 395, 92 N.W.2d 528 (1958); Ecklund v. Barrick, 82 S.D. 280, 144 N.W.2d 605 (1966).
The trial court submitted the issues of negligence, proximate cause and contributory negligence to the jury. The jury returned a verdict against employee and in favor of employer. Detailing the evidence will serve no useful purpose. The record contains substantial credible evidence to support a verdict either for the employee or against him. The evidence would support a jury finding either way on the employer’s negligence — either way on the issue of proximate cause — either way on the question of contributory negligence. These were classic jury questions. The trial court did not commit error in submitting those issues to the jury, or in refusing to overturn the verdict or in refusing to grant a new trial.
ISSUE # 3
Employee’s contention that the trial court erred in submitting separate verdict forms as to Aurora and Dodd is without merit. He cites no cases to support his position. He argues that (1) under § 402A, manufacturers and retailers are treated identically and (2) the evidence raises no factual issues to distinguish between the liabilities of each.
He is correct that § 402A and the courts considering strict liability have held that manufacturers and retailers are both sellers [162]*162and as such are indistinguishable. But § 402A specifically applies to those in the business of selling the product in question; there was some dispute in the evidence as to whether Dodd was simply an occasional seller rather than engaged in the business.
But even assuming that if liability was indistinguishable, we can see no error in submitting separate verdict forms. Can employee be seriously contending that the jury may have found only one of the two liable and then, ignoring the court’s instructions, found for both of them because there were separate verdict forms submitted by the court? We cannot conceive it. Employee’s quarrel is not with the forms themselves but with the law the trial court instructed the jury to apply in determining which verdict forms to use.
CONCLUSION
That portion of the judgment in favor of employer is affirmed, and that portion of the judgment in favor of Dodd and Aurora is reversed, and the matter is remanded for proceedings not inconsistent with this decision.
Related
Cite This Page — Counsel Stack
278 N.W.2d 155, 1979 S.D. LEXIS 209, Counsel Stack Legal Research, https://law.counselstack.com/opinion/smith-v-smith-sd-1979.