Algebra 1, from what I remember, was all about how to do basic symbolic things like solving equations and dealing with polynomials.
In Algebra 2, we learned about graphing, solving equations by graphing, conic sections, the equations of the circle and ellipse, the meanings of various graphical features (like the point at which lines of the functions y=f(x) and y=g(x) intersect is a solution to f(x) = g(x)), oh yeah, and the meanings of the words "relation" and "function", various definitions and stuff, some stuff about inequalities and their graphs, solutions to quadratic equations, probably the properties of logarithms, how to solve systems of equations and quadratic equations (no relation) by various methods, how to factor, how to do long division of polynomials, and . . . I guess that's about it. It sounds like a lot, but you learn it over a whole year and you should be able to pick it up if you have a basic understanding of algebra. Have a nice day!
2007-07-26 05:52:58
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answer #1
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answered by anonymous 7
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