A real-valued function f satisfies the relation
f(
x6) = f(2xy + 3) +35 (x + y) – 3f (y) + 6y, for all real numbers x and y.
Then the value of f(8) is
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real-valued function f satisfies the relation
x6) = f(2xy + 3) +35 (x + y) – 3f (y) + 6y, for all real numbers
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