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Mathematics, 17.11.2020 20:30 cheyfaye4173

Find all functions f : R β†’ R such that f(x f(x βˆ’ y)) + yf(x) = x + y + f(x^2),

for every pair of real numbers x and y.

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Answers: 1

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Find all functions f : R β†’ R such that f(x f(x βˆ’ y)) + yf(x) = x + y + f(x^2),

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