PERIOD 6th MP FORMULA PROJECT DUE MAY 9th Unit # Unit

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PERIOD _________________
6th MP FORMULA PROJECT
Unit #
Unit 1
Functions and
Relation
Unit 2
Trig Unit 1
Basic Trig.
Unit 3
Radicals and
Complex
Numbers
Unit 4
Quadratic
functions
Unit Topics
Functions and Relations
Introduction to Functions
One to one and onto functions
Evaluate a function using function notation
Composition of Functions
Inverse Functions
Direct and Inverse variation
Transformation
Domain and Range
Absolute Value Equations and Inequality
SOH CAH TOA
Angles in a coordinate plane
Unit circle
Co-functions
Radian to degree
Degree to Radian
Exact Value
Length of an Arc
Reciprocal Trig Functions
Inverse Trig Functions
Simplify Radicals
Perform basic operations with radical expression
Rationalize the denominator
Solving Radical Equations
Write square roots of negative numbers in terms of i
Rationalize the denominator with radical and also ‘i’
Imaginary and complex numbers
Simplify powers of ‘i’
Conjugate, Additive and multiplicative inverse.
Operations with complex numbers
Factoring (where a = 1)
Factoring (where a ≠1) by common factor extraction,
difference of 2 squares, factor by grouping.
Solving quadratic function by factoring
Solving using the Quadratic formula
Solving using completing the square
Use discriminant to find nature of roots
Find Sum and Product of roots
Find quadratic equation given sum and product of roots
DUE MAY 9th
Student /group
Unit 5
Quadratic
Inequality ,
Circles and
Systems,
Polynomials
Unit 6
Trig. Graphing
Unit 7
Rational
Functions
Unit 8
Statistics
Unit 9
Trig. Laws
Unit 10
Exponents
Quadratic Inequality
Standard and center radius form of a circle.
Finding the equation of a circle given the center and
radius
Finding the equation of a circle given 2 points.
Solving systems
Operations with polynomials (with rational coefficients)
Factoring higher order polynomails
Solving higher order polynomials
Find amplitude, period, frequency
Sine curve
Cosine curve
Phase Shift and translation
Sketch and recognize graphs, domain and Range of all 9
trig. Functions
Undefined/Excluded value
Simplify
Add/ Subtract
Multiply/ Divide
Solve rational Equations
Solve rational Inequality
Complex Fractions
Understand the differences among various kinds of
study – survey, observation, controlled experiment.
Determine the factors which may affect the outcome
of a survey.
Measure of central Tendency, Standard deviation
and variance, range, quartiles, interquartile range.
Normal distribution
Regressions (linear, quadratic, exponential,
logarithmic, power) and Correlations
Law of sine
Law of cosine
# of triangles – Ambiguous case
Area of a triangle
Vectors
Use rules of exponents to simplify expressions
Zero and negative exponents
Re-write rational and radical eponents
Simplify Rational Exponents
Solving using common base
Solving using reciprocal exponent
Unit 11
Logs
Unit 12
Probability
Unit 13
Sequence and
series
Unit 14
Solving Trig.
Equations
15: SOLVE
AND
KEY WORDS
Exponents as logs
Log properties
Combining and expanding logs
Evaluate log expressions with any base
Graph of log function and their inverse
Exponential function and their graphs
Domain and range
Evaluate exponential expressions including those with
base e
Natural logs
Solve exponential and log equations
Application of exponential functions
Multiplication counting principle
Permutation
Combination
Probability of multiple events
Binomial Distribution (exactly, at least or at most)
Binomial Theorem
Explicit formula of sequence
Recursive formula of sequence
Series – arithmetic and geometric
Sigma notation
Justify Pythagorean Identities
Solve trig equations using reciprocal and inverse function
Angle sum and difference formulas
Double and half angle rules
Ex. Solve Quadratic function
Solve systems
Solve radical equations
Solve rational equations
Solve rational inequality.
…………………………
Arc length, varies inversely…….
Student/Student Name _______%contribution_______Signature_______
Student/Student Name _______% contribution______Signature__________
Unit # Title_________
- Formulas
- Things to remember (bubbles)
-Examples
- Diagrams
- Steps
- Calculator commands
- -----------.
- 1 to 2 Pages
Look through: Class notes and Handout.
Formula sheets(DO NOT COPY)
Text Book
Internet
Algebra 2 and Trig. Handbook
Download