The quadratic function (parabola):
o graph using transformations (HT, VT, VS, Rx), mapping rule & table of values
o location of vertex and axis of symmetry
o solving quadratic equations
Exponents:
o Rules for product, quotient, power of a power, negative, zero
o Solving exponential equations
Unit 3 – How far? How tall? How steep? (Trig)
Types of triangles (isosceles vs. scalene vs. equilateral…and their properties)
Naming triangles (and their angles & sides)
Similar triangles
Pythagorean theorem
Pythagorean triples
Radicals
o Perfect squares
o Simplifying
o Adding, subtracting, multiplying & dividing
o Rationalizing the denominator
Trig ratios (sine, cosine, tangent) to solve for missing sides and/or angles
Angle of elevation & angle of depression
Trig word problems
Unit 4 – Geometry of Packaging
Perimeter, area, surface area, volume, economy rate - refer to the independent study you did
Unit 5 – Data Management (stats)
Measures of central tendency
Stem and leaf plots, histograms, box-and-whisker plots
Standard deviation
Normal distribution
Regression, correlation coefficients
Unit 6 – Linear Programming
Solving 1-variable inequalities
Solving 2-variable inequalities (by graphing the feasible region)
Solving systems of inequalities (by graphing the feasible region)
Linear programming word problems (i.e. max profit)
o Stating constraints (using a chart to organize data)
o Stating the profit equation
o Determining the vertices of the feasible region to test for max profit