📄 interp.m
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% interp - Program to interpolate data using Lagrange
% polynomial to fit quadratic to three data points
clear all; help interp; % Clear memory and print header
%* Initialize the data points to be fit by quadratic
disp('Enter data points as x,y pairs (e.g., [1 2])');
for i=1:3
temp = input('Enter data point: ');
x(i) = temp(1);
y(i) = temp(2);
end
%* Establish the range of interpolation (from x_min to x_max)
xr = input('Enter range of x values as [x_min x_max]: ');
%* Find yi for the desired interpolation values xi using
% the function intrpf
nplot = 100; % Number of points for interpolation curve
for i=1:nplot
xi(i) = xr(1) + (xr(2)-xr(1))*(i-1)/(nplot-1);
yi(i) = intrpf(xi(i),x,y); % Use intrpf function to interpolate
end
%* Plot the curve given by (xi,yi) and mark original data points
plot(x,y,'*',xi,yi,'-');
xlabel('x');
ylabel('y');
title('Three point interpolation');
legend('Data points','Interpolation ');
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