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Columnar addition of multiple subtrahends.
A series of natural positive numbers hass to be subtracted from a minuend in written columnar form.
The number of subtrahends and the number of places for the minuend and subtrahends can be chosen.
With respect to borrows, it may be specified that
- no borrows may occur
- borrows may only occur every other digit, so that a column where a borrow has been incorporated will never produce another borrow
- borrows may randomly occur.
The method shown in the solution is the Austrian method.
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|Number of problems||1, 2, 3, 4, 5, 6, 7, 8, 9, 10|
|Number of subtrahends||1, 2, 3|
|Number of places||2, 3, 4|
|Borrows||never, max every other digit, yes|
|Remark||Description||Name and direct link|
|similar problem type for addition||Columnar addition of multiple summands.||Columnar addition|
|****||Add sub split one digit number||Addition and subtraction by splitting one digit number||4896|
|****||Columnar addition with blanks||Blanks in columnar addition to be filled in correctly.||1442|