AN EQUATION OF THE FORM
dⁿy∕dxn+p1(x)dn-1y∕dxn-1+p2(x)dn-2y∕dxn-2+………pn-1(x)dy∕dx+pn(x)y=x
dny/dxn+a1dn-1y/dxn-1+a2dn-2/dxn-2+………an-1dy/dx+any=x
where p1(x),p2(x)………..pn(x) and x are all functions of ‘x’ is called the linear differential equation of order n.
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