Question

Can anyone please solve this? Whoever answers will be get branliest answer. Trust me.

Answer 1

Answer:

$A \: simplified \: fraction \: of \: the \: form \\ \frac{p}{q }has \: a \: terminating \: decimal \: expanion \\ \: if \: and \: only \: if \: all \: the \: prime \: factors \: of \: q \:</p><p></p><p> are \: either \: 2 \: or \: 5 \\ ie. {2}^{m} \times \ {5}^{n} \\ as \: the \: givn \: is \: \\ \ \frac{539}{ {5}^{3} {2}^{2} {7}^{2} } \\ \\ as \: the \: givn \: denominator \\ \: has \: 7as \: a \: prime \: fctor \\ the \: decimal \: will \: be \\ \: non \: terminating.....$

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