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 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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