The statement p-→q is called conditional statement because p -q asserts that q is true on the condition that p holds. A useful way to understand the truth value of such conditional statement is to determine the case where p is True : Let: A -(9, 11,13 ): B- (3,5 ): "If x is prime number, then y is an odd number" Illustrate and justify the truth value for the above mentioned conditional statement, where x € A and y €B

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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The statement p → q is called conditional statement because p ->q asserts that q is true on the
condition that p holds. A useful way to understand the truth value of such conditional statement
is to determine the case where p is True :
Let: A = (9,11, 13 ):
B = { 3, 5 }:
"If x is prime number, then y is an odd number"
Illustrate and justify the truth value for the above mentioned conditional statement, where x € A
and y €B
Transcribed Image Text:The statement p → q is called conditional statement because p ->q asserts that q is true on the condition that p holds. A useful way to understand the truth value of such conditional statement is to determine the case where p is True : Let: A = (9,11, 13 ): B = { 3, 5 }: "If x is prime number, then y is an odd number" Illustrate and justify the truth value for the above mentioned conditional statement, where x € A and y €B
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