Math, asked by harshita296, 11 months ago

Prove that 2/3 √3 is an irrational number....

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Answered by krish7012

Step-by-step explanation:

We assume that 2 + √3 is a rational number. => 2 + √3 = p/q , where p & q are integers, 'q' not = 0. => here, LHS √3 is an irrational number. ... => RHS (p- 2q)/q is a rational number.

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Prove that 2/3 √3 is an irrational number.... ​

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Prove that 2/3 √3 is an irrational number....