Question: The Cartesian Product is one of the five basic Relational Algebra operators. The Division (Quotient) operator is a derived Relational Algebra operator. Is the statement

 The Cartesian Product is one of the five basic Relational Algebra

The Cartesian Product is one of the five basic Relational Algebra operators. The Division (Quotient) operator is a derived Relational Algebra operator. Is the statement "The Division operator is the opposite of the Cartesian Product operator" correct or incorrect? In other words, if R and Sare two relations and T =R x S holds, are then T-S= R and T. R = S? Please argue in either direction

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