Carl Goodwin & Sons, Inc. v. Department of State Highways
This text of 190 N.W.2d 574 (Carl Goodwin & Sons, Inc. v. Department of State Highways) is published on Counsel Stack Legal Research, covering Michigan Court of Appeals primary law. Counsel Stack provides free access to over 12 million legal documents including statutes, case law, regulations, and constitutions.
Opinion
McGregor, J.
On April 29, 1965, the plaintiff entered into a contract with the defendant Department of State Highways for the grading and surfacing of a highway, a state project. As written, the contract incorporated hy reference the 1963 Standard Specifications for Road and Bridge Construction (hereinafter referred to as specs); under dispute here are the terms and the construction of the terms of such specs.
The contract provided in part for a total of 2,798,113 compensated cubic-yard units, also termed “overhaul units”. The number of overhaul units multiplied by a unit price establishes the compensation. An overhaul unit represents a work-quantity measure, combining both an amount or mass of earth to be moved and a distance which it is to be moved. A change either in the amount or the distance to be moved will affect the total number of overhaul units involved. Defendant specifically authorized a change in the number of compensated cubic-yard units (or overhaul units); pursuant to this authorization, there was an actual decrease of 355,480 overhaul units, due to a change in the hauling distance, and a decrease of 670,333 overhaul units, due to a change in the amount of borrow excavation, or a total decrease of 1,025,813 overhaul [569]*569units, which represented a decrease of nearly 37% from the total overhaul units as contemplated by the original contract. Plaintiff demanded payment for the actual cost of the overhead resulting from the decrease, pursuant to specs § 1.04.03; the defendant refused to make such payment. On March 20,1969, the plaintiff petitioned the Court of Claims for payment. Subsequently, both parties filed motions for summary judgments, and on June 17,1970, an order was issued granting defendant’s motion and denying plaintiff’s motion. Plaintiff timely filed a claim of appeal with this Court.
“Overhaul” is defined in specs § 2.10.01 as follows :
“Overhaul is the transportation of excavated material over a distance in excess of 1,000 feet.”1
[570]*570In the instant case the contract contained the unit price of $.15 per compensated cubic-yard unit as compensation for overhaul. The determination as to the actual compensation to the contractor is as follows (from specs § 2.10.06): [Exhibit A.]
Quantity of overhaul Compensated units per material in cubic yards cubic yard from table Unit
§ 2.10.06 Price
X x Y x Z = Compensation e. g. 10 x .03 x .15 = .045
The table is constructed so that the contractor is paid less, per station, as the number of stations increases, “station” representing a distance travelled.
[571]*571From the preceding, it can be determined that the unit price remains constant, while the factor from tables in § 2.10.06 is variable according to the distance travelled.
In the Court of Claims, the judge stated:
“In the absence of other provisions for adjusting compensation as the result of changes in quantities of work, it would seem that the general provisions of § 1.04.03 should be controlling. But in this case, not only do the specifications provide another method for adjusting compensation in a specific case, i.e., overhaul distance (2.10.06), but § 1.04.03 itself requires that where other methods of adjusting compensation are provided in the specifications, the latter shall be controlling.”
The trial judge’s interpretation was that the language of § 2.10.05 of the specs was controlling-regarding any changes in compensation as a result of any change in the hauling distances. The language to which he referred was:
“This method in computing overhaul shall be considered to provide adjustment in compensation for variable unit cost due to changing of haul distance.”
The trial judge then stated that, since the parties agreed that 355,480 of the decreased overhaul units resulted from changes in overhaul distance, compensation was to be governed by § 2.10.06, in which case there was a decrease of 670,633 overhaul units as a result of a change in the amount of borrow excavation.
The compensation adjustment for borrow excavation changes was to be governed by § 1.04.03 of the specs:
“If the quantity of any item of work required to complete the project varies from the original esti[572]*572mate for said item of work by 25 per cent or less, the payment for the quantity of said item shall Fe made at contract unit price.”
Since the decrease in overhaul units resulting* from borrow excavation was only about 23% from the original estimate of 2,798,113, it was not enough to produce any adjustment under § 1.04.03.
Section 2.10.05 of the specs provides that the method of computing overhaul shall be to provide “adjustment in compensation for variable unit costs”.
Section 1.04.03 of the specs provides, in pertinent part:
“Unless otherwise provided in these specifications, proposals or plans, adjustments in unit prices for increased or decreased quantities shall be governed by the following: * * * .” (Emphasis supplied.)
It is uncertain whether the language of § 2.10.05, “adjustments in compensation for variable unit costs” is to be equated with otherwise providing “adjustment in unit prices” of § 1.04.03. In construing contract provisions, we must attempt to effectuate the intentions of the parties. From the record before us, we are unable to do so.
In view of the foregoing, summary judgment is improper. This cause is reversed and remanded to the Court of Claims, to take testimony as to the circumstances which existed at the time the contract was made. Costs to plaintiff.
[573]
Free access — add to your briefcase to read the full text and ask questions with AI
McGregor, J.
On April 29, 1965, the plaintiff entered into a contract with the defendant Department of State Highways for the grading and surfacing of a highway, a state project. As written, the contract incorporated hy reference the 1963 Standard Specifications for Road and Bridge Construction (hereinafter referred to as specs); under dispute here are the terms and the construction of the terms of such specs.
The contract provided in part for a total of 2,798,113 compensated cubic-yard units, also termed “overhaul units”. The number of overhaul units multiplied by a unit price establishes the compensation. An overhaul unit represents a work-quantity measure, combining both an amount or mass of earth to be moved and a distance which it is to be moved. A change either in the amount or the distance to be moved will affect the total number of overhaul units involved. Defendant specifically authorized a change in the number of compensated cubic-yard units (or overhaul units); pursuant to this authorization, there was an actual decrease of 355,480 overhaul units, due to a change in the hauling distance, and a decrease of 670,333 overhaul units, due to a change in the amount of borrow excavation, or a total decrease of 1,025,813 overhaul [569]*569units, which represented a decrease of nearly 37% from the total overhaul units as contemplated by the original contract. Plaintiff demanded payment for the actual cost of the overhead resulting from the decrease, pursuant to specs § 1.04.03; the defendant refused to make such payment. On March 20,1969, the plaintiff petitioned the Court of Claims for payment. Subsequently, both parties filed motions for summary judgments, and on June 17,1970, an order was issued granting defendant’s motion and denying plaintiff’s motion. Plaintiff timely filed a claim of appeal with this Court.
“Overhaul” is defined in specs § 2.10.01 as follows :
“Overhaul is the transportation of excavated material over a distance in excess of 1,000 feet.”1
[570]*570In the instant case the contract contained the unit price of $.15 per compensated cubic-yard unit as compensation for overhaul. The determination as to the actual compensation to the contractor is as follows (from specs § 2.10.06): [Exhibit A.]
Quantity of overhaul Compensated units per material in cubic yards cubic yard from table Unit
§ 2.10.06 Price
X x Y x Z = Compensation e. g. 10 x .03 x .15 = .045
The table is constructed so that the contractor is paid less, per station, as the number of stations increases, “station” representing a distance travelled.
[571]*571From the preceding, it can be determined that the unit price remains constant, while the factor from tables in § 2.10.06 is variable according to the distance travelled.
In the Court of Claims, the judge stated:
“In the absence of other provisions for adjusting compensation as the result of changes in quantities of work, it would seem that the general provisions of § 1.04.03 should be controlling. But in this case, not only do the specifications provide another method for adjusting compensation in a specific case, i.e., overhaul distance (2.10.06), but § 1.04.03 itself requires that where other methods of adjusting compensation are provided in the specifications, the latter shall be controlling.”
The trial judge’s interpretation was that the language of § 2.10.05 of the specs was controlling-regarding any changes in compensation as a result of any change in the hauling distances. The language to which he referred was:
“This method in computing overhaul shall be considered to provide adjustment in compensation for variable unit cost due to changing of haul distance.”
The trial judge then stated that, since the parties agreed that 355,480 of the decreased overhaul units resulted from changes in overhaul distance, compensation was to be governed by § 2.10.06, in which case there was a decrease of 670,633 overhaul units as a result of a change in the amount of borrow excavation.
The compensation adjustment for borrow excavation changes was to be governed by § 1.04.03 of the specs:
“If the quantity of any item of work required to complete the project varies from the original esti[572]*572mate for said item of work by 25 per cent or less, the payment for the quantity of said item shall Fe made at contract unit price.”
Since the decrease in overhaul units resulting* from borrow excavation was only about 23% from the original estimate of 2,798,113, it was not enough to produce any adjustment under § 1.04.03.
Section 2.10.05 of the specs provides that the method of computing overhaul shall be to provide “adjustment in compensation for variable unit costs”.
Section 1.04.03 of the specs provides, in pertinent part:
“Unless otherwise provided in these specifications, proposals or plans, adjustments in unit prices for increased or decreased quantities shall be governed by the following: * * * .” (Emphasis supplied.)
It is uncertain whether the language of § 2.10.05, “adjustments in compensation for variable unit costs” is to be equated with otherwise providing “adjustment in unit prices” of § 1.04.03. In construing contract provisions, we must attempt to effectuate the intentions of the parties. From the record before us, we are unable to do so.
In view of the foregoing, summary judgment is improper. This cause is reversed and remanded to the Court of Claims, to take testimony as to the circumstances which existed at the time the contract was made. Costs to plaintiff.
[573]*573
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" width="1106"/>
Cite This Page — Counsel Stack
190 N.W.2d 574, 33 Mich. App. 567, 1971 Mich. App. LEXIS 1804, Counsel Stack Legal Research, https://law.counselstack.com/opinion/carl-goodwin-sons-inc-v-department-of-state-highways-michctapp-1971.