Question: let A be a real number and c be the curve defined by the implicit equation: (arccos y) 2 = x 3 ln(y 2 +1)+A(x+1)

let A be a real number and c be the curve defined by the implicit equation: (arccos y)² = x³ln(y²+1)+A(x+1)

let (x₀,y₀) be a point of c such that C admits a non vertical tangent line at(x₀,y₀). Find an equation of this tangent line and the value of A knowing that the point (0,0 belongs to C

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