Irrational Numbers Given below are the few specific irrational numbers that are commonly used (pi) is an irrational number π=3⋅ The decimal value never stops at any point Since the value of is closer to the fraction 22/7, we take the value of pi as 22/7 or 314 (Note 22/7 is a rational number) √2 is an irrational number A rational number is expressible in the form #p/q# for integers #p, q# with #q != 0# Any real number that cannot be expressed in this form is called irrational The number #pi# is an irrational number, so cannot be expressed as a fraction, though there are some famous rational approximations to it, namely #22/7# and #355/113# Since #pi# is irrational, it follows thatIn mathematics, a square is a product of a whole number with itself
Why 22 7 Is A Rational No P Is A Irrational No क य P 22 7 By Er Mohd Rashid Youtube
