Solving Separable Differential Equations. Show that the given equation is separable and use the separation of variables technique to find a general solution. ( √3x²+4y'=xe2y )
a. ( y(x)=ln(√3x²+4/C+1) )
b. ( y(x)=ln(√3x²+4/2C+1) )
c. ( y(x)=ln(2√3x²+4/C+1) )
d. ( y(x)=ln(2√3x²+4/2C+1) )