테일러 급수의 오차

x = var('x') @interact def taylor_rem(f=input_box(sin(x), label='function ', type=SR), center=input_box(0, label='center', type=SR), radius=input_box(0.3, label='radius'), order=slider([1..12])): func = f taylor_poly = func.taylor(x,center,order) rem = f - taylor_poly abs_rem = abs(rem) pretty_print(html('$f(x)\;=\;%s$'%latex(func))) pretty_print(html('$\\left|R_{%s}(x)\\right|\;=\;\\left| %s \\right|$'%(order,latex(rem)))) min_x = center - radius max_x = center + radius min_y = find_local_minimum(abs_rem, min_x, max_x)[0] max_y = find_local_maximum(abs_rem, min_x, max_x)[0] p = plot(abs_rem, min_x, max_x, rgbcolor=(1,0,0), thickness=2) p.show(xmin = min_x, xmax = max_x, ymin = min_y, ymax = max_y)