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Sigma KEE - irrigatedLandArea
irrigatedLandArea

appearance as argument number 1
-------------------------


(instance irrigatedLandArea BinaryPredicate) Geography.kif 3663-3663 irrigated land area is an instance of binary predicate
(domain irrigatedLandArea 1 GeographicArea) Geography.kif 3664-3664 The number 1 argument of irrigated land area is an instance of geographic area
(domain irrigatedLandArea 2 ConstantQuantity) Geography.kif 3665-3665 The number 2 argument of irrigated land area is an instance of constant quantity
(documentation irrigatedLandArea EnglishLanguage "(irrigatedLandArea ?REGION ?AMOUNT) means that the GeographicArea ?REGION has the ?AMOUNT of irrigated land.") Geography.kif 3667-3668 The number 2 argument of irrigated land area is an instance of constant quantity

appearance as argument number 2
-------------------------


(format EnglishLanguage irrigatedLandArea "%2 is %n an irrigated land area of %1") domainEnglishFormat.kif 1395-1395
(format ChineseTraditionalLanguage irrigatedLandArea "%2 %n 是 %1 的 irrigated 土地") domainEnglishFormat.kif 1396-1396
(format ChineseLanguage irrigatedLandArea "%2 %n 是 %1 的 irrigated 土地") domainEnglishFormat.kif 1397-1397
(termFormat EnglishLanguage irrigatedLandArea "irrigated land area") domainEnglishFormat.kif 31113-31113
(termFormat ChineseTraditionalLanguage irrigatedLandArea "灌溉土地面積") domainEnglishFormat.kif 31114-31114
(termFormat ChineseLanguage irrigatedLandArea "灌溉土地面积") domainEnglishFormat.kif 31115-31115

antecedent
-------------------------


(=>
    (and
        (irrigatedLandArea ?REGION
            (MeasureFn ?AMOUNT ?UNIT))
        (instance ?UNIT UnitOfArea)
        (totalArea ?REGION
            (MeasureFn ?TOTAL ?UNIT))
        (equal ?FRACTION
            (DivisionFn ?AMOUNT ?TOTAL)))
    (irrigatedLandArea ?REGION
        (MeasureFn ?FRACTION ?UNIT)))
Geography.kif 3670-3680 If X Y(s) is an irrigated land area of Z, Y is an instance of unit of area, W Y(s) is a total area of Z, and equal V, X, and W, then V Y(s) is an irrigated land area of Z
(=>
    (and
        (irrigatedLandArea ?REGION
            (MeasureFn ?AMOUNT ?UNIT))
        (totalArea ?REGION
            (MeasureFn ?TOTAL ?UNIT))
        (instance ?UNIT UnitOfArea)
        (equal ?FRACTION
            (DivisionFn ?AMOUNT ?TOTAL)))
    (irrigatedLandArea ?REGION
        (MeasureFn ?FRACTION ?UNIT)))
Geography.kif 3682-3692 If X Y(s) is an irrigated land area of Z, W Y(s) is a total area of Z, Y is an instance of unit of area, and equal V, X, and W, then V Y(s) is an irrigated land area of Z
(=>
    (and
        (irrigatedLandArea ?REGION
            (MeasureFn ?AMOUNT ?UNIT))
        (instance ?UNIT UnitOfArea))
    (exists (?IRRLAND)
        (and
            (instance ?IRRLAND IrrigatedLand)
            (geographicSubregion ?IRRLAND ?REGION)
            (measure ?IRRLAND
                (MeasureFn ?AMOUNT ?UNIT)))))
Geography.kif 3694-3704 If X Y(s) is an irrigated land area of Z and Y is an instance of unit of area, then there exists W such that W is an instance of irrigated land and W is a geographic subregion of Z and the measure of W is X Y(s)

consequent
-------------------------


(=>
    (and
        (irrigatedLandArea ?REGION
            (MeasureFn ?AMOUNT ?UNIT))
        (instance ?UNIT UnitOfArea)
        (totalArea ?REGION
            (MeasureFn ?TOTAL ?UNIT))
        (equal ?FRACTION
            (DivisionFn ?AMOUNT ?TOTAL)))
    (irrigatedLandArea ?REGION
        (MeasureFn ?FRACTION ?UNIT)))
Geography.kif 3670-3680 If X Y(s) is an irrigated land area of Z, Y is an instance of unit of area, W Y(s) is a total area of Z, and equal V, X, and W, then V Y(s) is an irrigated land area of Z
(=>
    (and
        (irrigatedLandArea ?REGION
            (MeasureFn ?AMOUNT ?UNIT))
        (totalArea ?REGION
            (MeasureFn ?TOTAL ?UNIT))
        (instance ?UNIT UnitOfArea)
        (equal ?FRACTION
            (DivisionFn ?AMOUNT ?TOTAL)))
    (irrigatedLandArea ?REGION
        (MeasureFn ?FRACTION ?UNIT)))
Geography.kif 3682-3692 If X Y(s) is an irrigated land area of Z, W Y(s) is a total area of Z, Y is an instance of unit of area, and equal V, X, and W, then V Y(s) is an irrigated land area of Z


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