. Write a Matlab function a=N2V(c,x), where c is a column n-vector, x is a column (n 1)- vector and a is a column n-vector, so that if p(x) = c_1 + c_2(x x_1) + + c_n*(x x_1)(x x 2) (x x_n1), then p(x) = a_1 + a_2*x + + a_n*x^n . In other words, N2V converts from the Newton representation to the Vandermonde representation.