Post by cooltiger413 on Jun 4, 2010 15:36:26 GMT -5
I've got a big math final coming up, here are the topics:
So yeah that is a lot of stuff. Any good websites you guys could recommend to help me review?
Experimental probability
Theoretical probability
Dependent probabilities
Independent probabilities
Statistical graphs: pictograph, bar, line, circle (when is it best to use each type?)
Statistical measures: mean, median, mode, and range
Relations
Functions
Solutions to functions
Slope: identifying from y = mx + b and calculating as change in y:change in x. Know: 0/4=0 vs. 4/0={}
x-intercept (set y=0) and y-intercept (set x=0)
Getting y isolated in a linear equation
Supplementary
Complementary
Line symmetry
Special names of angles formed by êê lines: supplementary, alternate interior,
alternate exterior, vertical, and corresponding, and their measure’s relationship
Constructions: congruent segment, congruent angle, perpendicular bisector of segment,
angle bisector
Solving for an unknown side of similar shape by making and solving a proportion
Reflections on the coordinate plane over the x-axis and y-axis
Rotations on the coordinate plane with the center of rotation the origin
Translations on the coordinate plane
Dilations on the coordinate plane with the center of dilation the origin
Classifying polynomials by the highest degree and the number of terms
Simplifying expressions: Product of powers, power of a power, quotient of powers,
distributive property, operations with polynomials
Factoring: greatest common factor, product/sum, and completely
Theoretical probability
Dependent probabilities
Independent probabilities
Statistical graphs: pictograph, bar, line, circle (when is it best to use each type?)
Statistical measures: mean, median, mode, and range
Relations
Functions
Solutions to functions
Slope: identifying from y = mx + b and calculating as change in y:change in x. Know: 0/4=0 vs. 4/0={}
x-intercept (set y=0) and y-intercept (set x=0)
Getting y isolated in a linear equation
Supplementary
Complementary
Line symmetry
Special names of angles formed by êê lines: supplementary, alternate interior,
alternate exterior, vertical, and corresponding, and their measure’s relationship
Constructions: congruent segment, congruent angle, perpendicular bisector of segment,
angle bisector
Solving for an unknown side of similar shape by making and solving a proportion
Reflections on the coordinate plane over the x-axis and y-axis
Rotations on the coordinate plane with the center of rotation the origin
Translations on the coordinate plane
Dilations on the coordinate plane with the center of dilation the origin
Classifying polynomials by the highest degree and the number of terms
Simplifying expressions: Product of powers, power of a power, quotient of powers,
distributive property, operations with polynomials
Factoring: greatest common factor, product/sum, and completely
So yeah that is a lot of stuff. Any good websites you guys could recommend to help me review?