10 pairs in all.
6 of the pairs are truly 2 digit number pairs:
1. (12, 42 ) (21, 24)
2. (13, 62 ) (31, 26)
3. (14, 82 ) (41, 28)
4. (23, 64) (32, 46)
5. (24, 84) (42, 48) ... already listed
6. (34, 86) (43, 68)
4 additional the pairs can be had where there is a 1 digit number in each pair e.g. you take 1 as 01 and the reversing digits you get 10
). These are
a. (1, 20) (10, 2)
b. (2,40) (20,4)
c. (3,60) (30,6)
d. (4,80) (40,8)
I guess this is it.
Didn't get into 3 digit numbers because rules of switching digits as shown in example gets cloudy