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Is rational number a subclass of scalar quantity?

No
rational number (a number that has an exact representation as a fraction)
Is rational number (a number that has an exact representation as a fraction) currently a subclass (child class) of (shares all members with by definition) scalar quantity (a measurement that can be expressed as a single number)?
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External web pages (using standard web search):

Scalar quantity ... a rational number or the limit of a sequence of rational numbers, as opposed to a complex ...
Real-Number defined as a class in theory Kif-Numbers; Subclass-Of defined as a relation in ... The axioms tell us that the product of any scalar-quantity x and the identity-scalar is x.
... it can refer to real numbers or complex numbers or rational numbers ... In physics a scalar is a quantity that can be described by a single number (either dimensionless, or in terms of ...
Grade: 9 10 11 12 Math: Number and Quantity - High School ... Explain why the sum or product of two rational numbers is ... Multiply a vector by a scalar. Represent scalar ...
... it can refer to real numbers or complex numbers or rational numbers ... In physics a scalar is a quantity that can be described by a single number (either dimensionless, or in terms of ...

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