I need the matlab code. Thanks!~

Problem 17.11 1 solution submitted (max: Unlimited) | View my solutions Problem Summary The following data for the density of nitrogen gas versus temperature come from a table that was measured with high precision. T,K 200 250 300 350 400 450 Density, 1.708 1.367 1.139 0.967 0.854 0.759 kg/m Use first-through fifth-order Newton and Lagrange polynomial interpolation to estimate the density at T = 330 K. Arrange points closest to T = 330: T,= 350, d,= 0.967, T = 300 d = 1.139... Store the values in two vectors L and N where L(1) is the first order Lagrange approximation of the density at T = 330 and N(1) is the first order Newton approximation of the density at T = 330. Calcuate the values by making references to the Lagrange and Newtint functions provided. Problem 17.11 1 solution submitted (max: Unlimited) | View my solutions Problem Summary The following data for the density of nitrogen gas versus temperature come from a table that was measured with high precision. T,K 200 250 300 350 400 450 Density, 1.708 1.367 1.139 0.967 0.854 0.759 kg/m Use first-through fifth-order Newton and Lagrange polynomial interpolation to estimate the density at T = 330 K. Arrange points closest to T = 330: T,= 350, d,= 0.967, T = 300 d = 1.139... Store the values in two vectors L and N where L(1) is the first order Lagrange approximation of the density at T = 330 and N(1) is the first order Newton approximation of the density at T = 330. Calcuate the values by making references to the Lagrange and Newtint functions provided