Suppose that we take x [8, 8] and consider 4 equal intervals with width 2: x [8, 6], x [6, 4], x [4, 2] and so on. We will compute our definite integrals by computing (numerically) the areas for each intervals using the following three methods: 1. fixed quadrature 2. trapezoid 3. Simpson For f(x) = 2 function, compute the entries in the table below (you have 10 tables). In the last 3 rows, for every method compute the area for each interval (rounded to 2 decimal points) and the total area (by adding these rounded values per row)