I've been working through both volumes of Calculus by Tom M. Apostol which covers both calculus and linear algebra.
Taking notes on each section and then doing every exercise has been effective I think. It has just the right number of exercises for each section to be reasonable for someone self studying so you don't need to pick and choose which exercises to do as there are way too many in most math textbooks.
And, for the first volume at least, someone has taken the time to write a solutions guide here: https://www.stumblingrobot.com/index-of-solutions/solutions-to-calculus-exercises/
I haven't gotten to the linear algebra sections of the two textbooks yet, so in the meantime I've been doing a non-rigorous course on Linear Algebra offered by MIT Open Courseware as a basic refresher. Here is everything you'd need for that except the textbook but that's pretty easy to pirate on libgen:https://ocw.mit.edu/courses/mathematics/18-06-linear-algebra-spring-2010/
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I've been working through both volumes of Calculus by Tom M. Apostol which covers both calculus and linear algebra.
Taking notes on each section and then doing every exercise has been effective I think. It has just the right number of exercises for each section to be reasonable for someone self studying so you don't need to pick and choose which exercises to do as there are way too many in most math textbooks.
And, for the first volume at least, someone has taken the time to write a solutions guide here: https://www.stumblingrobot.com/index-of-solutions/solutions-to-calculus-exercises/
I haven't gotten to the linear algebra sections of the two textbooks yet, so in the meantime I've been doing a non-rigorous course on Linear Algebra offered by MIT Open Courseware as a basic refresher. Here is everything you'd need for that except the textbook but that's pretty easy to pirate on libgen:https://ocw.mit.edu/courses/mathematics/18-06-linear-algebra-spring-2010/