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Both weight and size are quantities that (for all practical purposes) can vary continuously, that is, it makes sense to use decimals. However, depending on the units used, anything after the decimal point may be too small to matter. For example, when measuring the height of a person in centimeters, it is difficult to even measure exactly to a precision greater than about 1 cm. - and the fractions of a centimeter are not relevant in any case.
Both weight and size are quantities that (for all practical purposes) can vary continuously, that is, it makes sense to use decimals. However, depending on the units used, anything after the decimal point may be too small to matter. For example, when measuring the height of a person in centimeters, it is difficult to even measure exactly to a precision greater than about 1 cm. - and the fractions of a centimeter are not relevant in any case.
Both weight and size are quantities that (for all practical purposes) can vary continuously, that is, it makes sense to use decimals. However, depending on the units used, anything after the decimal point may be too small to matter. For example, when measuring the height of a person in centimeters, it is difficult to even measure exactly to a precision greater than about 1 cm. - and the fractions of a centimeter are not relevant in any case.
Both weight and size are quantities that (for all practical purposes) can vary continuously, that is, it makes sense to use decimals. However, depending on the units used, anything after the decimal point may be too small to matter. For example, when measuring the height of a person in centimeters, it is difficult to even measure exactly to a precision greater than about 1 cm. - and the fractions of a centimeter are not relevant in any case.
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SteveBoth weight and size are quantities that (for all practical purposes) can vary continuously, that is, it makes sense to use decimals. However, depending on the units used, anything after the decimal point may be too small to matter. For example, when measuring the height of a person in centimeters, it is difficult to even measure exactly to a precision greater than about 1 cm. - and the fractions of a centimeter are not relevant in any case.
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why an set of integer denoted by z
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It depends on the problem: you may have to use integer programming rather than linear programming.
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You don't use a ream size for linerboard. The weight is per 1000 square feet of board. EI 42# liner weights 42#s per MSF (thousand square feet).
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Which unit of measure would be aoppropriate to use for the weight of a feather?
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