prove that 3√2 is an irrational number.
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HERE IS THE PROOF OF YOUR'S QUESTION;
◆◆ HERE IS THE MOST SIMPLE PROOF & EASY TO UNDERSTAND◆◆
◆Let 3√2 be Rational Number.
So if this is Rational;
3√2=0
=>√2=0/3
=>√2=0
But, we know that √2 is Irrational which is equal to 0 which is Rational.
Hence, This Contradicts our statement.
◆Hence 3√2 is Irrational◆
HOPE it helps
◆◆ HERE IS THE MOST SIMPLE PROOF & EASY TO UNDERSTAND◆◆
◆Let 3√2 be Rational Number.
So if this is Rational;
3√2=0
=>√2=0/3
=>√2=0
But, we know that √2 is Irrational which is equal to 0 which is Rational.
Hence, This Contradicts our statement.
◆Hence 3√2 is Irrational◆
HOPE it helps
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