Find three numbers whose decimal expansions are non terminating non re

1.	Find three numbers whose decimal expansions are non terminating non recurring
Answer» here are the three numbers whose decimal expansion are non terminating and non recurring:-1) √2= 1.4142.........2) √3= 1.73205......3) √5 = 2.236......these values are non terminating and non recurring.thus, we say them as irrational numbers.IRRATIONAL NUMBERS:-1)The numbers which cannot be written in p/Q form and known as irrational numbers.2) the decimals which are non terminating and non recurring are known as irrational numbers.3) is the natural number "n" is not a square number, then the square root of the "n" is an irrational number.EXAMPLES OF IRRATIONAL NUMBERS:-1) root 22) root 33) root 54) root 65) πetc.

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