Show that the integral from -1 to 1 of x^m multiplied by the Lth derivative of (x^2-1)^L multiplied by 1/l(2L!) equals 0 and that m<L
basically take the integral of x^m multiplied by Rodrigues' formula and prove that it equals zero when m<L
Hint: integrate repeatedly by parts, differentiating the power of x and integrating the derivative each time
basically take the integral of x^m multiplied by Rodrigues' formula and prove that it equals zero when m<L
Hint: integrate repeatedly by parts, differentiating the power of x and integrating the derivative each time