a rational number p is of the form: p = 1001 / 2^999.5^1001 what can we say about the decimal expansion of p?
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Answer:
the decimal expansion of p is terminating...
Step-by-step explanation:
when the denominator is in the form of 2^n. 5^n and there have no other prime numbers present in prime factorisation of the denominator, then it's decimal expansion is terminating...
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