What conditions are necessary for p/q to be a terminating decimal?
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Now for a number to be terminating, we know that for a rational number $\dfrac{p}{q}$ to be terminating in its decimal form the denominator must be of the form ${{2}^{a}}\times {{5}^{b}}$ , where a and b are positive integers. Also, q is the denominator of the rational number and both p and q are integers.
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