Ahh my apologies,
∆y = v(sinθ)(\frac{∆x}{v0(cosθ)}) + \frac {1}{2}(a)(\frac{∆x}{v0(cosθ)^2})
is the equation, and yes that is what I wrote.
In my final equation
\sqrt{\frac{2a∆x}{2∆y(cosθ)^2 - (cosθ)(sinθ)(∆x)}} = v
substituted the following variables
θ angle= 60º
∆x= 3.78 m
∆y= -.268 m
ay=...