Any help is appreciated

With this background, here's your assignment: . Assume the function f is defined as f(x) = 8x4 - x3 + 11 . Use the power rule to find the derivative f'(x) and evaluate that derivative at x = 1.9. Note: To avoid round-off error, retain at least six decimal places in your calculations. . Use the "forward difference" and "centered difference" formulas to estimate f'(x) at x = 1.9 for three different values of the mesh sizes oh = 0.1 . h = 0.01 o h = 0.001 Note: To avoid round-off error, retain at least six decimal places in your functional evaluations, and retain the maximum possible number of decimal places in calculations of the forward and centered difference approximations. . Use your calculated values to fill in this table: Calculate derivatives using two finite difference formulas