# Algebra 1 & 2

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Algebra 1 introduces you to the general concepts of algebra. You learn about variables, functions, and the most important concept in all of algebra:

a=b⟹f(a)=f(b)a=b⟹f(a)=f(b)

Of course, this isn't how they explain it. They'll tell you something along the lines (no pun intended) of, “you can do whatever you want, as long as you do the same thing to both sides of the equation.” It isn't as pretty or as mathematically rigorous as the rule I wrote above, but it means the same thing. This is how you “solve” equations. **The primary focus of Algebra 1 is solving equations.**

Algebra 1 introduces you to the general concepts of algebra. You learn about variables, functions, and the most important concept in all of algebra:

a=b⟹f(a)=f(b)a=b⟹f(a)=f(b)

Of course, this isn’t how they explain it. They’ll tell you something along the lines (no pun intended) of, “you can do whatever you want, as long as you do the same thing to both sides of the equation.” It isn’t as pretty or as mathematically rigorous as the rule I wrote above, but it means the same thing. This is how you “solve” equations. **The primary focus of Algebra 1 is solving equations.**

Algebra 2 is much more advanced. It’s also much more miscellaneous: you learn about everything from logarithms and complex numbers (but not logarithms of complex numbers — that comes later) to implicit functions and conics to the fundamental theorem of algebra (which is different from and notably less fundamental than the property I listed at the top).

### Course Features

- Lectures 0
- Quizzes 0
- Duration 54 hours
- Skill level All level
- Language English
- Students 0
- Assessments Yes