give an example of two irrationals whose sum is a rational no. but difference is an irrational no.
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Answered by
9
@
√5 & -√5
sum=>√5+(-√5)
=>√5-√5
=>0, its a rational no.
difference=>√5-(-√5)
=>√5+√5
=>2√5, its a irrational no.
@:-)
√5 & -√5
sum=>√5+(-√5)
=>√5-√5
=>0, its a rational no.
difference=>√5-(-√5)
=>√5+√5
=>2√5, its a irrational no.
@:-)
Answered by
7
Example of two irrationals whose sum is a rational number but difference is an irrational number.
⇒The two irrationals be √2 and -√2
Their sum :-
⇒√2+(-√2)
⇒√2-√2
⇒0 is a rational number
Their difference :-
⇒√2-(-√2)
⇒√2+√2
⇒2√2 is an irrational number
Hope it helps
⇒The two irrationals be √2 and -√2
Their sum :-
⇒√2+(-√2)
⇒√2-√2
⇒0 is a rational number
Their difference :-
⇒√2-(-√2)
⇒√2+√2
⇒2√2 is an irrational number
Hope it helps
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