Sort the statements below into the appropriate bin by dragging the letters over. (not all statements are included! )
(c) method derived from the definition of a derivative
(d) often used to illustrate more advanced techniques while avoiding the cumbersome algebra
(e) the more accurate integrator
(f) method is set for a specific number of iterations through a for loop
(g) calculated error should be positive
(h) calculated error can be negative
(k) uses a derivative and a stepsize to determine the new value of an approximation
(l) method derived from taylor polynomial
(m) uses partial derivatives in the derivation
(p) absolute error is known because it is a simple ode where we have access to a solution
(r) method is not justified mathematically
(s) works without needing initial values
(v) error term is of quadratic order
(w) has multiple versions of different order used for integration approximation
(x) requires continuous (or at least piecewise continuous) function
(y) error computed from the difference between approximate y-value and actual y-value