given √2 is irrational number so prove that (5+3√2) is irrational no
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assume that 5 plus 3root2 is rational number now do squaring on both sides then according to given root2 is irrational you can say that it is irrational
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Let us assume that 5+3root2 be a rational no.
so, 5+3root2=p/q
root2=p-5q/3q
since root2 is an irrational no:
our assumption is wrong.
therefore, 5+3root2 is an irrarional no:
HENCE PROVED
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so, 5+3root2=p/q
root2=p-5q/3q
since root2 is an irrational no:
our assumption is wrong.
therefore, 5+3root2 is an irrarional no:
HENCE PROVED
Hope it helps you don't forget to mark this answer as the brainliest. if u have any doubts ask me and follow me.
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