What type of point is \(x_0=0) for the Bessel’s equation \(\large \(x^2y{”}+xy{‘}+(x^2-v^2)y=0)\)n Posted on:
Find the radius of convergence of the series \(\large \( \sum_{n=1}^\infty 2^nn^2(x-1)^2\)n Posted on:
If a function f has derivatives of all orders at a point \(\large \(x=x_0)\) then the Taylor series of f about \(x_0) is defined byn Posted on:
For the Legendre’s equation \(\large \((1-x^2)y{”}-2xy{‘}+\alpha (\alpha +1)y=0) what type of point is \(x_0=1)\)n Posted on:
\(\large A set of function \({f_0(x),f_1(x),…..,f_n(x),…})\) is said to be orthogonal wrt w(x) over the interval (a,b) if Posted on:
