Consider a family of curves given by \( y = a e^{x^2} \) , where a is a parameter.

Find the equation of the orthogonal trajectories for this family of curves.

1
\( y = -a e^{x^2} \)
2
\( y = a e^{x^3} \)
3
 x= A  \(e^{-y^2} \)  
4
x= A  \(e^{y^2} \)  

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