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Chapter 1 Functions (1.1.3 How can I describe a graph (Types of angles…
Chapter 1 Functions
1.1.3 How can I describe a graph
Multiple representations of functions
Tile patterns
table
graphs
equations
How does the title pattern grow
general shape of the graph
increasing or decreasing
x and y intercept
Any values of x or y which are not possible
Types of angles
acute
right
obtuse
straight
circular
1.1.2 How does it grow?
Investing the growth of patterns
Data Labs
Lab A Hot Tub design (Inverse variation)
Lab B Flu epidemic (exponential function)
Lab C Sign on the dotted line (direct variation)
Representing Data
table and graph
team norms
Families of functions
Linear functions
direct variation
Inverse variation
exponential function
Analysis
1.1.1 How can I work with my team to figure it out?
Solving puzzles in teams
Team sort
General team roles
Absolute values
Function Machines
1.3.1 How can I rewrite it?
Rewriting expressions with exponents?
base
exponent
Big 1
Scientific notation
1.2.1 What is the function?
Function machines
Functions notation
input and out put
Angle relationships
Complementary
Supplementary
Vertical
Corresponding
Alternate interior
1.2.2 Can I predict the output?
Functions
Soda machine
For every input there is only one output
1.2.What can go in ? What can come out?
Domain and range
Asymptote
Dependent and independent variable
1.3.2 How can I rewrite it?
Zero and negative exponents
Laws of exponents