Idaho Admin. Code r. 02.02.14.173 - POLYETHYLENE SHEETING
01.
Package s. All packages of polyethylene sheeting must be labeled as
to quantity in accordance with the following: (3-15-22)
a. Actual length; (3-15-22)
b. Actual width; (3-15-22)
c. Actual thickness; and (3-15-22)
d. Actual weight of each individual unit.
(3-15-22)
02.
Bulk. All polyethylene sold from bulk must be accompanied by a
delivery ticket with the following information: (3-15-22)
a. The identity; (3-15-22)
b. Actual length, width, thickness, and
weight of each individual unit; (3-15-22)
c. The number of individual units;
(3-15-22)
d. The total weight of
all the units; (3-15-22)
e. The
name and address of both the vendor and purchaser; and (3-15-22)
f. The date delivered or the date shipped.
(3-15-22)
03.
Count
-- Ply. If the commodity is in individually usable units of one (1) or
more components or ply, the quantity declaration must, in addition to complying
with other applicable quantity declaration requirements of this rule, include
the number of ply and the total number of usable units. Roll-type commodities,
when perforated so as to identify individual usable units, must not be deemed
to be made up of usable units; however, such roll-type commodities must be
labeled in terms of: (3-15-22)
a. Total area
measurement; (3-15-22)
b. Number of
ply; (3-15-22)
c. Count of usable
units; and (3-15-22)
d. Dimensions
of a single usable unit. (3-15-22)
04.
Fractions. A statement of
net quantity of contents of any consumer commodity may contain common or
decimal fractions. A common fraction must be in terms of halves (1/2), quarters
(1/4), eighths (1/8), sixteenths (1/16), or thirty-seconds (1/32), except that:
(3-15-22)
a. If there exists a firmly
established general consumer usage and trade custom of employing different
common fractions in the net quantity declaration of a particular commodity,
they may be employed; and (3-15-22)
b. If linear measurements are required in
terms of yards or feet, common fractions may be in terms of thirds (1/3). A
common fraction must be reduced to its lowest terms; a decimal fraction must
not be carried out to more than two (2) places. (3-15-22)
Notes
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