B.5.RR:2 - Problem
A familiar answer often survives in a formula, report or program after the reason for using it has changed. Repeating the earlier steps can produce a convincing answer to the former question. Discarding everything can waste constructions and arguments that remain useful.
Revision requires following the reason for a result. One conclusion may need several premises together; another may have two sufficient arguments. A premise may be shared by apparently different arguments. A change can also make a formerly fixed quantity the unknown, so replacing a number leaves the real task undone.
The result is reasoning that answers the changed question at its supported scope, or a useful partial result and the contribution still needed. It should let the receiver act, obtain that contribution or pursue the newly exposed question.