1. UNIT SELF-TEST QUESTIONS
NAME
DATE
The Unit Organizer
BIGGER PICTURE
LAST UNIT
/Experience
CURRENT UNIT
NEXT UNIT
UNIT SELF-TEST QUESTIONS
is about...
UNIT
RELATIONSHIPS
UNIT SCHEDULE
UNIT MAP 1 3 2 4 5 6 7 8
Discover & Analyze Patterns
Number Comparisons & Algebra Basics
Unit #3: SOL 7.2, Sequences & Functions
Statistics and Probability
representing and
understanding relationships
between numbers
Sequence Quiz October 15th
Function Quiz
October 23rd
Unit 3 Test
October 30th
by analyzing
by using
arithmetic and
geometric sequences for patterns
tables, graphs, rules and words to describe relations & functions
by writing
a variable expression to represent an arithmetic or geometric sequence
Analyzing
Sequencing
describing
1. How are the patterns and differences between arithmetic and geometric sequences recognized?
2. How is an algebraic expression for any given arithmetic or geometric sequence written?
3. What are examples of a relationship between two numbers by using variables like x and y in a table; with a graph; with a function rule; and by describing in words?

2. Sequences & Functions The Unit Organizer representing and
NAME
DATE
The Unit Organizer
SELF-TEST
QUESTIONS
NEW
UNIT
Expanded Unit Map
is about... 9 10
Sequences & Functions
representing and
understanding relationships
between numbers
arithmetic and
geometric sequences for patterns
by analyzing
by using
tables, graphs, rules and words to describe relations & functions
by writing
a variable expression to represent an arithmetic or geometric sequence
Order pair: (x, y) (domain, range) (input, output)
(independent, dependent)
Relation is a set of ordered pairs.
Functions are relations with exactly one output for every input.
Arithmetic: a sequence in which the difference between any two consecutive terms is the same
Geometric: a sequence in which each term after the first is found by multiplying the previous term by a constant
Sequence: ordered list of values
Term: each number in a sequence
Common Difference: the between any 2 consecutive terms in an arithmetic sequence.
Common Ratio: the constant factor between consecutive terms of a geometric sequence
Algebraic expression: is an expression built up from constants, variables, and finite number of operations

3. UNIT SELF-TEST QUESTIONS
NAME
DATE
The Unit Organizer
BIGGER PICTURE
LAST UNIT
/Experience
CURRENT UNIT
NEXT UNIT
UNIT SELF-TEST QUESTIONS
is about...
UNIT
RELATIONSHIPS
UNIT SCHEDULE
UNIT MAP 1 3 2 4 5 6 7 8
Discover & Analyze Patterns
representing and
understanding relationships
between numbers
by analyzing
by using
by writing
Analyzing
Sequencing
Describing
1. How are the patterns and differences between arithmetic and geometric sequences recognized?
2. How is an algebraic expression for any given arithmetic or geometric sequence written?
3. What are examples of a relationship between two numbers by using variables like x and y in a table; with a graph; with a function rule; and by describing in words?

4. The Unit Organizer representing and understanding relationships
NAME
DATE
The Unit Organizer
SELF-TEST
QUESTIONS
NEW
UNIT
Expanded Unit Map
is about... 9 10
representing and
understanding relationships
between numbers
by analyzing
by using
by writing