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The problem says
x = 7n + 5 for some integer n.
Multiply it by 5
5x = 5*(7n) + 5*5 = 35x + 25 = 7*(5n) + 25.
It means that 5x, when divided by 7, gives the same remainder, as the number 25.
Thus the sough remainder is 25 mod 7 = 4. ANSWER
Solved.