s: If x and y are integers such that x > y, then -x < -y. State whether the statement is True (or) False And Justify it
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we take x as 7,and y as 6
7 >6 seven is bigger
-7< -6 minus six is bigger than minus seven
the statement is true
7 >6 seven is bigger
-7< -6 minus six is bigger than minus seven
the statement is true
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Solution :
*************************************
Conditional ( Implication ):
A compound statement with
connective " if .... then " is called
conditional .
Truth value : Conditional is false ,
only when p is true and q is false .
**************************************
Here ,
p : x > y ,
q : -x < -y
p => q is True .
•••••
*************************************
Conditional ( Implication ):
A compound statement with
connective " if .... then " is called
conditional .
Truth value : Conditional is false ,
only when p is true and q is false .
**************************************
Here ,
p : x > y ,
q : -x < -y
p => q is True .
•••••
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