Here is what we studied this semester. Look over the description and answer the three questions posted below:
Chapter 6 was about fractions (simplifying fractions by factoring, multiplying, dividing, adding & subtracting fractions).
Chapter 7 was about applying fractions (ratios, proportions, percents, mixture/work problems, scientific notation).
Chapter 8 was about functions (slope of a line, equation of a line, graphing using slope-intercept form, determining the equation of a line).
Chapter 9 was about systems of linear equations (solving using several methods - graphing, substitution, and add/sub - wind, water current problems & puzzle problems).
Chapter 10 was about inequalities (combined inequalities, conjunctions & disjunctions, absolute value, systems of linear inequalities).
Chapter 11 was about rational and irrational numbers (irrational square roots, square roots of variable expressions, add/sub/mult/div radicals, multiplying binomials with radicals, radical equations).
Question #1: What were the three most difficult concepts for you this semester and why? How will you study for these for the final?
Question #2: Some students love the challenge of mathematics, and others not so much. Do you like mathematics? Why or why not?
Question #3: Regardless of whether you enjoy studying mathematics or not, do you feel like this Algebra class was successful in moving you through this enormous amount of material? Why or why not?