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Connect this relation to the QuadraticCurve object as is done above.

X must be provided with the @LOCAL attribute the @LOCAL attribute in its dataset, since it is to be used both in the solution top level and in the QuadraticCurve level.

QuadraticCurve must be provided with the OBJ attribute the OBJ attribute in the Determined By property:

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In this case QuadraticCurve is introduced in the model by the first relation. And the OBJ attribute the OBJ attribute makes it into a non-computable object which will create the X and Y values through the @X and @Y arguments the X and Y values through the @X and @Y arguments in the relation (the @ stands the @ stands for parameter presence in the object).

If you ask for Y and give respectively X=6 for Y and give respectively X=6 (in the solution level) and Xand X=1(1)10 10 (in the QuadraticCurve level) you will get the obvious result of 36of 36.

Alternative 2:

Yet another way to create objects is illustrated by the following relations:

Ask Z and give X=3 and you will get 9 as result. The QuadraticValue object Ask Z and give X=3 and you will get 9 as result. The QuadraticValue object in the solution contains the calculation with the Ythe Y=X^2 relationX^2 relation.

See the Quaestor syntax for all the specific syntax for objects.