If the sum of numbers (x49)2 and x3 is divisible by 7, then which of the following may be a least value of x?

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Prime numbers are only divisible by one and by the number itself. When prime numbers are divided by numerals other than one or its exact positive divisor, its product has a remainder or exists as a fraction.


If the sum of numbers (x49)<sup>2</sup> and x<sup>3</sup> is divisible by 7, then which of the following may be a least value of x?