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If \(x\) is a \(7\)-digit positive integer, what is the thousandth digit of \(\dfrac{x}{10000}?\)

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by Vincen » Thu Jun 10, 2021 11:11 am

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If \(x\) is a \(7\)-digit positive integer, what is the thousandth digit of \(\dfrac{x}{10000}?\)

(i) Units digit of \(\dfrac{x}{100}\) is \(2.\)

(ii) \(\dfrac{x}{100}\) when rounded to the nearest integer, the units digit of the newly obtained rounded value is \(3.\)

Answer: E

Source: e-GMAT
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