i) Recall the general barycentric formula that computes the weights assuming unequally-spaced nodes (although we will be considering equally-spaced nodes, we will use the general formula to avoid taking factorials of very large numbers). Taking 0=−1 and =0+ℎ,=0,⋯,, with ℎ=[1−(−1)], implement a routine that generates the barycentric weights. This routine should have a handle of the form function [weights]= equally_spaced(n, xnodes) where xnodes is the set {} and weights is {}. Test this routine with n=10, printing out the 11 weights. I am totally lost. Not sure what is being asked
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