The French divisional algorithm was taught in the 1960s in primary schools. It is an algorithm that allows you to quickly perform all divisions. In this algorithm, carried numbers are placed in front of the numbers so that subtractions do not have to be made. The French algorithm is explained here (in french):
For example, in the division of 11945 by 47, the first step is to multiply 2×7 = 14, this result must be removed at 9. It's impossible; you have to put 1 in front of 9 and remove the 14 to 19. That's five. Carried number 1 must be added to the result of the next multiplication.
A MWE:
\documentclass{article}
\usepackage{xlop}
\begin{document}
\opidiv{11945}{47}
\end{document}
How to place this carried number in front of the numbers with xlop?
Translated with www.DeepL.com/Translator


