Show that Ax2 + By2 =1 is a solution of the differential equation

The differential equation is and the function to be proven as the solution is Ax2 + By2 =1, now we need to find the value of and .




Putting the values in the equation,






As, L.H.S = R.H.S. the equation is satisfied, so hence this function is the solution of the differential equation.


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