Theorem 1.6 : Let x = P be a rational number, such that the prime fact

1.	Theorem 1.6 : Let x = P be a rational number, such that the prime factorisaof q is of the form 2" 5? where n, m are non-negative integers. Then x hadecimal expansion which terminates.
Answer» Answer: what do you WANT in this this is the complete theorem if the denominator of the rational number is in the FORM of 2^n × 5^n then the the rational number will terminate in its decimal expansion

Theorem 1.6 : Let x = P be a rational number, such that the prime factorisaof q is of the form 2" 5? where n, m are non-negative integers. Then x hadecimal expansion which terminates.

Answer»

Answer:

what do you WANT in this

this is the complete theorem

if the denominator of the rational number is in the FORM of 2^n × 5^n then the the rational number will terminate in its decimal expansion

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Theorem 1.6 : Let x = P be a rational number, such that the prime factorisaof q is of the form 2" 5? where n, m are non-negative integers. Then x hadecimal expansion which terminates.​

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Theorem 1.6 : Let x = P be a rational number, such that the prime factorisaof q is of the form 2" 5? where n, m are non-negative integers. Then x hadecimal expansion which terminates.