How we know about the termination of any rational number
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If the denominator is of the form 2^n*5^m, where n & m are any two positive integers, then we can say that the fracion has a terminating expansion
Step-by-step explanation:
take the example of 50/450.
here the denominator can be writen as 2*5²*3².
we see that the denominator has 2^1 and 5², both of which satisfy the rule that the fraction has a terminating expansion
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