DD is in her third year of a maths degree (not so stealth boast - she's on target for a first
) and doesn't know her times tables. She wrote them out on scrap paper at the beginning of non calculator exam papers
. So it hasn't stopped her, because she can work them out as quickly as if she actually knew them.
However, she agrees that primary and secondary maths would have been easier if she had been able to remember them.
We found this website useful as it visually shows the relationship between eg 6 x 8 and 8 x 6. Also the "sneaky hint" that you only need to actually learn a few. Eg the 2 x table is pretty easy, generally you know those ones. So 4 x is just double 2 x. Same with 6 x being double 3 x. 9 x is the "finger trick" mentioned below. 8 x is double double 2 x. and then you're left with 7 x as the only really difficult one (as 5 x and 10 x are also straightforward enough).
So if you can count in 2s, 5s and 10s, all you need to learn is 3 x and 7x. And you already know them as you've learned/worked out the opposite way round.
In a lot of cases it's "learning times tables" as a thing which sounds difficult and scary - turn it into sneaky tricks to avoid having to learn them, and often "as if by magic" they've sunk in
.