Question: The differential equation below has infinitely many solutions: dy 8y x > 0. da All solutions can be expressed in the form F(x, y)

The differential equation below has infinitely many solutions: dy 8y x > 0. da All solutions can be expressed in the form F(x, y) = C, for some function F that satisfies F(1, 1) = 1. Find this F. Answer: F(x, y) = Note: The question as stated has infinitely many correct answers for F, but WeBWorK is looking for a specific one, whose form is F(x, y) = ry integers a and b, with b> 0.

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