1.

Show that root 2+ 3/root 2 is irrational​

Answer»

Step-by-step explanation:

Let (√2 + 3)/√2 be a RATIONAL NUMBER which is equal to X. Thus √2 is in p/q form and hence a rational number. This leads to CONTRADICTION for a fact that √2 is actually an irational number. That's why (√2 + 3)/√2 is an irractional.

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