Good day, Here is my equation
$$ (x-1)^2 (x-h)^2q_1(x,w)y''(x)+(x-1)(x-h)q_2(x,w)y'(x)+q_3(x,w)y(x)=0 $$ (with $q_1(x,w), q_2(x,w), q_3(x,w)$ regular functions). The boundary conditions are $$ y(1)=0, \text{ and } y(h)=0 $$ I need to find a numerical solution but unfortunately I am getting singularity problem in Maple , is there any options to solve this issue?