Hello, I just finished doing a question in which I had to find the values of x y and z from 3 linear equations using Cramer's rule. I used row augmentation for the x and y but then for z I couldn't see any way of using row augmentation. So I looked in my notes and saw an example using expansion along row 2 to find detA and expansion along column 1 as well to find detA. (Note I was dealing with 3x3 determinants) My question is, when I run into 3x3 determinants and row augmentation isn't an option do I always expand along row 2 or expand along column 1. Is this some sort of rule because I first attempted to expand along row 1 and it yielded the wrong answer... When I did an expansion along row 2 I got the right answer. Thanks.