Particle going on a field trip

A unit postive charge of mass 2 kg was kept on point \((1,1)\). At time \(t=0\) an electric field was switched on such that potential \(V\) at any point \((x,y)\) is given by: \[V= {x}^{2}+y\] If the velocity with which it crosses the \(x\)-axis is in the form: \[\frac { \sqrt { \left( \beta { e }^{ \gamma }-\delta \right) } }{ { e }^{ \alpha } }\] Find \(\alpha\)+\(\beta\)+\(\gamma\)+\(\delta\).

Clarification: \(e\) denotes Euler's number, \(e \approx 2.71828\).

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