1 topic Achieved using sequential storage structure defined abstract data types NUM. Rational abstract data types are defined as follows: ADT NUM { Data object: D = {<a1, a2> | a1, a2 ∈ integer} Data relationship: R = {<a1, a2> | a1 is a rational number of molecules, a2 is the denominator of the rational numbers, and a2 is not equal to 0} Basic operations: IniteIpt () Initial conditions: Input 2 to 4 digits. Result: Generate two rational numbers. plus (first, second) Initial conditions: rational first and second rational existence. Result: Returns the result of rational first plus second. reduce (first, second) Initial conditions: rational first and second rational existence. Result: Returns the result of rational first subtracting the second. multiplus (first, second) Initial conditions: rational first and second rational existence. Result: Returns rational first multiplied second result. divide (first, second) Initial conditions: rational first and sec

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