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Goal AIM/OBJECTIVE (similar to the manual): Description To learn how to use Operator in prolog logic and defining some logica. programs using all operators. Convert unary and binary predicates to operators Evaluate arithmetic expressions and compare their values Test for equality of arithmetic expressions and terms Ure the 'not' and disiunction operators

Goal AIM/OBJECTIVE (similar to the manual): Description To learn how to use Operator in prolog logic and defining some logica. programs using all operators. Convert unary and binary predicates to operators Evaluate arithmetic expressions and compare their values Test for equality of arithmetic expressions and terms Ure the 'not' and disiunction operators

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Goal AIM/OBJECTIVE (similar to the manual): Description To learn how to use Operator in prolog logic and defining some logical programs using all operators. Convert unary and binary predicates to operators Evaluate arithmetic expressions and compare their values Test for equality of arithmetic expressions and terms Use the 'not' and disjunction operators Objectives: To Learn and apply operators and write our own programs. CASE STUDY/ RELEVANT PROGRAMS | DESIGN/CONFIGURATION / IMPLEMENTATION/COMMANDS. (A PART FROM THE TEACHER TAUGHT IN THE LAB) Theory / Explanation: Procedure:
Transcribed Image Text:Goal AIM/OBJECTIVE (similar to the manual): Description To learn how to use Operator in prolog logic and defining some logical programs using all operators. Convert unary and binary predicates to operators Evaluate arithmetic expressions and compare their values Test for equality of arithmetic expressions and terms Use the 'not' and disjunction operators Objectives: To Learn and apply operators and write our own programs. CASE STUDY/ RELEVANT PROGRAMS | DESIGN/CONFIGURATION / IMPLEMENTATION/COMMANDS. (A PART FROM THE TEACHER TAUGHT IN THE LAB) Theory / Explanation: Procedure:
Below shows some of the arithmetic operators and arithmetic functions available in Prolog X+Y the sum of X and Y X-Y the difference of X and Y X*Y the product of X and Y X/Y the quotient of X and Y X//Y the 'integer quotient' of X and Y (the result is truncated to the nearest integer between it and zero) X^Y X to the power of Y -X the negative of X abs(X) the absolute value of X sin(X) the sine of X (for X measured in degrees) cos(X) the cosine of X (for X measured in degrees) max(X,Y) the larger of X and Y sqrt(X) the square root of X Arithmetic examples Prolog Notation
Transcribed Image Text:Below shows some of the arithmetic operators and arithmetic functions available in Prolog X+Y the sum of X and Y X-Y the difference of X and Y X*Y the product of X and Y X/Y the quotient of X and Y X//Y the 'integer quotient' of X and Y (the result is truncated to the nearest integer between it and zero) X^Y X to the power of Y -X the negative of X abs(X) the absolute value of X sin(X) the sine of X (for X measured in degrees) cos(X) the cosine of X (for X measured in degrees) max(X,Y) the larger of X and Y sqrt(X) the square root of X Arithmetic examples Prolog Notation
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