- #1
kamalayka
- 12
- 0
Over the past couple years, I have self-studied all of the basic mathematics (algebra, geometry, trigonometry, and calculus).
When learning something new, my approach has always been to understand the underlying logic of why I was doing what I did.
I have a bit of a proble, however. I never took the time to learn the "formal" terminology used for various properties amd axioms.
Example: in algebra, there is the property a(b+c) = ab + ac. I know this intuitively, but I can't remember the name of it. (I had to Google it to find out it's called the distributive property.)
Here is my question:
If I want to be a math major, should I go back through all the math textbooks I have and learn the names of these things? (I know it's a silly question, but it's really bugging me.)
When learning something new, my approach has always been to understand the underlying logic of why I was doing what I did.
I have a bit of a proble, however. I never took the time to learn the "formal" terminology used for various properties amd axioms.
Example: in algebra, there is the property a(b+c) = ab + ac. I know this intuitively, but I can't remember the name of it. (I had to Google it to find out it's called the distributive property.)
Here is my question:
If I want to be a math major, should I go back through all the math textbooks I have and learn the names of these things? (I know it's a silly question, but it's really bugging me.)