Question

Show that √3-2 is irrational.

Answer 1

Step-by-step explanation:

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Answer 2

Dear user,

Here is ur answer

Let √3-2 is rational no.

√3-2 = p/q ( where p and q ate co prime and q≠0)

√3 = p/q +2

In LHS there is Irrational no.and in RHS there is rational no. This is not possible. This contradiction arise due to our wrong assumption. Since our assumption is wrong and √3-2 is Irrational no.

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