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Is the number 0.1111 repeats is it irrational? - Answers
NO!!!! It can be converted to a rational fraction. Method. Let P 0.6666.... & 10P = 6.6666.... Subtract 9P = 6.0 = 6 P = 6/9 P = 2/3 With Irrational Numbers you cannot convert to a fraction. Casually an irrational number is one which goes to infinity, but the digits are not in any regular order. pi = 3.141592654.. is probably the most famous irrational number. Others being the square root (2) = 1.414213562.... and the square roots of prime numbers.
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Is the number 0.1111 repeats is it irrational? - Answers
NO!!!! It can be converted to a rational fraction. Method. Let P 0.6666.... & 10P = 6.6666.... Subtract 9P = 6.0 = 6 P = 6/9 P = 2/3 With Irrational Numbers you cannot convert to a fraction. Casually an irrational number is one which goes to infinity, but the digits are not in any regular order. pi = 3.141592654.. is probably the most famous irrational number. Others being the square root (2) = 1.414213562.... and the square roots of prime numbers.
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Is the number 0.1111 repeats is it irrational? - Answers
NO!!!! It can be converted to a rational fraction. Method. Let P 0.6666.... & 10P = 6.6666.... Subtract 9P = 6.0 = 6 P = 6/9 P = 2/3 With Irrational Numbers you cannot convert to a fraction. Casually an irrational number is one which goes to infinity, but the digits are not in any regular order. pi = 3.141592654.. is probably the most famous irrational number. Others being the square root (2) = 1.414213562.... and the square roots of prime numbers.
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- og:descriptionNO!!!! It can be converted to a rational fraction. Method. Let P 0.6666.... & 10P = 6.6666.... Subtract 9P = 6.0 = 6 P = 6/9 P = 2/3 With Irrational Numbers you cannot convert to a fraction. Casually an irrational number is one which goes to infinity, but the digits are not in any regular order. pi = 3.141592654.. is probably the most famous irrational number. Others being the square root (2) = 1.414213562.... and the square roots of prime numbers.
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