DescriptionAbsolute error.svg English: This diagram illustrates the concept of absolute error: the different between a measured value and the actual value...
unset key # no key # Tolerable error function: # input is nominal quantity # output is tolerable negative error, as an absolute quantity # # e(x)/x is thus...
unset key # no key # Tolerable error function: # input is nominal quantity # output is tolerable negative error, as an absolute quantity # # e(x)/x is thus...
source to generate graph (which was then saved as SVG from Mathematica): These were converted to SVG with [1] and then the graph was embedded into the...
graphics programming language TikZ, Beamer and LaTeX The plot displays the absolute error when computing the derivative of f ( x ) = x 3 {\displaystyle f(x)=x^{3}}...
{\displaystyle \textstyle {\frac {1^{\circ }}{3600}}} = 2.7E-4 Absolute error of the angle Fα ≈ -4.065E-6° Error of the chord A1F1 A1F1 is the constructed chord S1K...
\;[unit\;of\;length]} Absolute error of the constructed side length Up to the max. displayed 15 decimal places is the absolute error F a = a − a t a r g...
{\displaystyle \textstyle {\frac {1^{\circ }}{3600}}} = 2.7E-4 Absolute error of the angle Fα ≈ -2.184E-8° Error of the chord A1F1 A1F1 is the constructed chord S1K...
\;[unit\;of\;length]} Absolute error of the constructed side length Up to the max. displayed 15 decimal places is the absolute error F a = a − a t a r g...
{\displaystyle \textstyle {\frac {1^{\circ }}{3600}}} = 2.7E-4 Absolute error of the angle Fα ≈ 5.526E-10° Error of the chord A1E1 A1E1 is the constructed chord S1K...
