Question
When 860, 1712 and 3203 are divided by a two-digit number x, then the remainder in each case is y. If (2x +
When 860, 1712 and 3203 are divided by a two-digit number x, then the remainder in each case is y. If (2x +
y) is written as p × q × r², where p, q and r are prime numbers, then what is the value of (p + q +
r)?
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