Integrated Math I Software Table of Contents – 2009‐2010

Integrated
Math
I
Software
Table
of
Contents
–
2009‐2010
Unit
1
:
Linear
Patterns
1‐1
:
Finding
Linear
Patterns
with
Positive
Rates
of
Change
1‐2
:
Finding
Linear
Patterns
with
Positive
and
Negative
Rates
of
Change
1‐3
:
Finding
Linear
Patterns
with
Negative
Starting
Points
Unit
2
:
Linear
Models
and
First
Quadrant
Graphs
2‐1
:
Graphing
with
Positive
Rates
of
Change
2‐2
:
Graphing
with
Positive
Rates
of
Change
and
Negative
Starting
Points
2‐3
:
Graphing
with
Negative
Rates
of
Change
and
Positive
Starting
Points
Unit
3
:
Two‐Step
Linear
Equations
3‐1
:
Solving
One‐Step
Equations
(Type
In)
3‐2
:
Solving
with
Multiplication
(No
Type
In)
3‐3
:
Solving
with
Multiplication
(Type
In)
3‐4
:
Solving
with
Division
(No
Type
In)
3‐5
:
Solving
with
Division
(Type
In)
3‐6
:
Solving
with
a
Variable
in
the
Denominator
(No
Type
In)
3‐7
:
Solving
with
a
Variable
in
the
Denominator
(Type
In)
Unit
4
:
Linear
Models
and
Independent
Variables
4‐1
:
Finding
Independent
Variables
with
Positive
Rates
of
Change
4‐2
:
Finding
Independent
Variables
with
Starting
Points
4‐3
:
Finding
Independent
Variables
with
Negative
Rates
of
Change
and
Starting
Points
Unit
5
:
Linear
Models
and
Ratios
5‐1
:
Modeling
Linear
Functions
with
Ratios
©
Copyright
2009
Carnegie
Learning,
Inc.

Unit
6
:
Linear
Equations
with
Similar
Terms
6‐1
:
Solving
Two‐step
equations
(Type
In)
6‐2
:
Solving
by
Combining
Like
Variable
Terms
and
a
Constant
with
Integers
(No
Type
In)
6‐3
:
Solving
by
Combining
Like
Variable
Terms
and
a
Constant
with
Integers
(Type
In)
6‐4
:
Solving
by
Combining
Like
Variable
Terms
with
Decimals
(No
Type
In)
6‐5
:
Solving
by
Combining
Like
Variable
Terms
with
Decimals
(Type
In)
6‐6
:
Solving
by
Combining
Like
Variable
Terms
and
a
Constant
with
Decimals
(No
Type
In)
6‐7
:
Solving
by
Combining
Like
Variable
Terms
and
a
Constant
with
Decimals
(Type
In)
Unit
7
:
Linear
Models
and
Four
Quadrant
Graphs
7‐1
:
Graphing
with
Positive
Integer
Rates
of
Change
7‐2
:
Graphing
with
Positive
Fractional
Rates
of
Change
7‐3
:
Graphing
with
Negative
Rates
of
Change
Unit
8
:
Linear
Models
and
Slope‐Intercept
Graphs
A
8‐1
:
Graphing
given
an
Integer
Slope
and
Y‐intercept
8‐2
:
Graphing
given
a
Fractional
Slope
and
Y‐intercept
Unit
9
:
Linear
Equations
and
the
Distributive
Property
9‐1
:
Solving
Linear
Equations(Type
In)
9‐2
:
Using
Multiplication
and
Integers
(No
Type
In)
9‐3
:
Using
Multiplication
and
Integers
(Type
In)
9‐4
:
Using
Multiplication
and
Decimals
(No
Type
In)
9‐5
:
Using
Multiplication
and
Decimals
(Type
In)
9‐6
:
Using
Multiplication
and
Large
Decimals
(No
Type
In)
9‐7
:
Using
Multiplication
and
Large
Decimals
(Type
In)
9‐8
:
Using
Division
(No
Type
In)
9‐9
:
Using
Division
(Type
In)
9‐10
:
Using
Division
with
Additional
Variable
Term
(No
Type
In)
9‐11
:
Using
Division
with
Additional
Variable
Term
(Type
In)
©
Copyright
2009
Carnegie
Learning,
Inc.

Unit
10
:
Linear
Models
and
the
Distributive
Property
10‐1
:
Modeling
with
Integer
Rates
of
Change
10‐2
:
Modeling
with
Fractional
Rates
of
Change
10‐3
:
Modeling
using
the
Distributive
Property
over
Division
10‐4
:
Modeling
More
Complex
Equations
Unit
11
:
Linear
Equations
with
Variables
on
Both
Sides
11‐1
:
Solving
Linear
Equations
(Type
In)
11‐2
:
Solving
with
Integers
(No
Type
In)
11‐3
:
Solving
with
Integers
(Type
In)
11‐4
:
Solving
with
Decimals
(No
Type
In)
11‐5
:
Solving
with
Decimals
(Type
In)
11‐6
:
Solving
with
Large
Decimals
(No
Type
In)
11‐7
:
Solving
with
Large
Decimals
(Type
In)
11‐8
:
Solving
Linear
Equations
with
No
Solution
and
Infinite
Solutions
(No
Type
In)
Unit
12
:
Perimeter
and
Area
of
Squares
and
Rectangles
12‐1
:
Finding
Perimeter
and
Area
of
Squares
and
Rectangles
Unit
13
:
Perimeter
and
Area
of
Parallelograms
13‐1
:
Finding
Perimeter
and
Area
of
Parallelograms
Unit
14
:
Perimeter
and
Area
of
Triangles
14‐1
:
Finding
Perimeter
and
Area
of
Triangles
Unit
15
:
Perimeter
and
Area
of
Trapezoids
15‐1
:
Finding
Perimeter
and
Area
of
Trapezoids
Unit
16
:
Circumference
and
Area
of
Circles
16‐1
:
Finding
Circumference
and
Area
of
Circles
Unit
17
:
Area
Composition
17‐1
:
Finding
Area
of
Composite
Figures
Unit
18
:
Perimeter
and
Area
of
Regular
Polygons
18‐1
:
Finding
Perimeter
and
Area
of
Regular
Polygons
Unit
19
:
Pythagorean
Theorem
19‐1
:
Finding
the
Length
of
the
Hypotenuse
of
a
Right
Triangle
©
Copyright
2009
Carnegie
Learning,
Inc.

19‐2
:
Finding
the
Length
of
a
Leg
of
a
Right
Triangle
19‐3
:
Using
the
Pythagorean
Theorem
Unit
20
:
Special
Right
Triangles
20‐1
:
Finding
the
Lengths
of
Sides
of
a
45‐45‐90
Triangle
20‐2
:
Finding
the
Lengths
of
Sides
of
a
30‐60‐90
Triangle
Unit
21
:
Right
Triangles
and
Trigonometric
Functions
21‐1
:
Finding
Side
Lengths
using
a
Given
Trigonometric
Function
21‐2
:
Finding
Side
Lengths
using
One
Trigonometric
Function
21‐3
:
Finding
Side
Lengths
using
Multiple
Trigonometric
Functions
Unit
22
:
Quadratic
Models
and
Area
22‐1
:
Modeling
Quadratic
Functions
as
Area
Unit
23
:
Quadratic
Expression
Factoring
23‐1
:
Factoring
Trinomials
with
Positive
Constants
and
Coefficients
of
One
23‐2
:
Factoring
Trinomials
with
Negative
Constants
and
Coefficients
of
One
23‐3
:
Factoring
Trinomials
with
Positive
Constants
and
Coefficients
Other
than
One
23‐4
:
Factoring
Trinomials
with
Negative
Constants
and
Coefficients
Other
than
One
23‐5
:
Factoring
using
Difference
of
Squares
23‐6
:
Factoring
Quadratic
Expressions
Unit
24
:
Quadratic
Equation
Solving
24‐1
:
Solving
Quadratic
Equations
Unit
25
:
Quadratic
Models
and
Vertical
Motion
25‐1
:
Using
the
Vertical
Motion
Model
Unit
26
:
Measures
of
Central
Tendency
26‐1
:
Finding
Mean,
Median,
Mode,
and
Range
26‐2
:
Determining
Appropriate
Measures
26‐3
:
Measuring
the
Effects
of
Changing
Data
Sets
26‐4
:
Finding
a
Data
Value
Given
a
Mean
Unit
27
:
Single
Event
Probability
27‐1
:
Finding
Simple
Probabilities
27‐2
:
Finding
Disjoint
Probabilities
27‐3
:
Finding
Theoretical
and
Experimental
Probabilities
©
Copyright
2009
Carnegie
Learning,
Inc.

Unit
28
:
Independent
and
Dependent
Probabilities
28‐1
:
Finding
the
Sample
Space
for
Independent
Events
28‐2
:
Finding
the
Sample
Space
for
Dependent
Events
28‐3
:
Finding
the
Sample
Space
for
Independent
and
Dependent
Events
28‐4
:
Finding
Compound
Probabilities
Unit
29
:
Graphing
Using
Slope
and
Y‐Intercept
B
29‐1
:
Modeling
with
Intercepts
of
Zero
29‐2
:
Modeling
with
Fractional
Slopes
29‐3
:
Modeling
with
Large
Numbers
Unit
30
:
Finding
Equations
of
a
Line
30‐1
:
Modeling
Given
Slope
and
a
Point
30‐2
:
Finding
Slopes
30‐3
:
Modeling
given
Two
Points
30‐4
:
Modeling
Parallel
and
Perpendicular
Lines
30‐5
:
Modeling
Given
an
Initial
Point
Unit
31
:
Systems
of
Linear
Equations
Modeling
31‐1
:
Solving
Linear
Systems
using
Integers
31‐2
:
Solving
Linear
Systems
using
Decimals
Unit
32
:
Linear
and
Quadratic
Transformations
32‐1
:
Shifting
Vertically
32‐2
:
Reflecting
and
Dilating
using
Graphs
32‐3
:
Shifting
Horizontally
32‐4
:
Transformations
using
Tables
of
Values
32‐5
:
Using
Multiple
Transformations
©
Copyright
2009
Carnegie
Learning,
Inc.