the rules for combining directed numbers with addition and subtraction are probably too burdensome for memory so some awareness needs to be cultivated, over time
this is an important step in the mathematics curriculum
many difficulties in algebra can sometimes seem more related to a lack of understanding of directed number techniques
my view is that sophisticated directed number calculators recognise types of sum and can apply a technique for that general type
presenting students with a sheet of sums, they can work together on grouping the sums by type, explaining that the result (answer) and numbers involved are not important - it's the signs that need to be focused on (the 'form'):
it may be better that students choose how to group these sums themselves, with plenty of discussion,
but another sheet has them already grouped by types:
and then consider and create general rules for getting results for each type of sum, for themselves
e.g. for type (c) "you subtract the smaller from the larger and give it the sign of the larger (because this 'wins')"
e.g. for type (e) "two minuses don't make a plus; one story could be: if I take £7 from you and then take £12 from you, I've taken £19 from you altogether"
they can also appreciate, after a while, that types can be 'collapsed' to other types
e.g. (e) to (b) and (g) to (a)
and here is a test