prove that 3/√5 is irrational.
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Answered by
1
Hay mate here is your answer
as we know root 5 is irrational no
when we divided a rational and irrational then it gives irrational
then our 3/root5 is a irrational number
please mark as brainlist
as we know root 5 is irrational no
when we divided a rational and irrational then it gives irrational
then our 3/root5 is a irrational number
please mark as brainlist
TANUJA5454:
please mark as brainlist
Answered by
5
Hey! ! !
Mate :-
______________________________________________________________________
Question :-
☆ prove that 3/√5 is irrational.
Solution :-
Let assume that it is a rational
We can write in the fom of p/q
:- 3/√5 = p/q
= √5 = p/q - 3
( we know that √5 is irrational no )
Irrational = rational ( Not possible )
Hence, Our assume is wrong
Thus,
We get a contradiction as 3/√5 is a irrational no
☆☆ proven ☆☆
______________________________________________________________________
☆ ☆ ☆ Hop its helpful ☆ ☆ ☆
☆ Regards :- ♡♡《 Nitish kr singh 》♡♡
Mate :-
______________________________________________________________________
Question :-
☆ prove that 3/√5 is irrational.
Solution :-
Let assume that it is a rational
We can write in the fom of p/q
:- 3/√5 = p/q
= √5 = p/q - 3
( we know that √5 is irrational no )
Irrational = rational ( Not possible )
Hence, Our assume is wrong
Thus,
We get a contradiction as 3/√5 is a irrational no
☆☆ proven ☆☆
______________________________________________________________________
☆ ☆ ☆ Hop its helpful ☆ ☆ ☆
☆ Regards :- ♡♡《 Nitish kr singh 》♡♡
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