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What is the remainder when the positive three-digit number \(xyz\) is divided by \(9?\)

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by Vincen » Sat Dec 26, 2020 2:28 pm

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What is the remainder when the positive three-digit number \(xyz\) is divided by \(9?\)

(1) The three-digit number whose hundreds digit is \((x+2),\) tens digit is \((y+1)\) and units digit is \(z,\) is divisible by \(9?\)

(2) \(xyz\) is divisible by \(7.\.

Answer: A

Source: e-GMAT
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