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Integrated Math I Software Table of Contents – 2009‐2010

Integrated Math I Software Table of Contents – 2009‐2010

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19‐2
:
Finding
the
Length
<strong>of</strong>
a
Leg
<strong>of</strong>
a
Right
Triangle
<br />

19‐3
:
Using
the
Pythagorean
Theorem
<br />

Unit
20
:
Special
Right
Triangles
<br />

20‐1
:
Finding
the
Lengths
<strong>of</strong>
Sides
<strong>of</strong>
a
45‐45‐90
Triangle
<br />

20‐2
:
Finding
the
Lengths
<strong>of</strong>
Sides
<strong>of</strong>
a
30‐60‐90
Triangle
<br />

Unit
21
:
Right
Triangles
and
Trigonometric
Functions
<br />

21‐1
:
Finding
Side
Lengths
using
a
Given
Trigonometric
Function
<br />

21‐2
:
Finding
Side
Lengths
using
One
Trigonometric
Function
<br />

21‐3
:
Finding
Side
Lengths
using
Multiple
Trigonometric
Functions
<br />

Unit
22
:
Quadratic
Models
and
Area
<br />

22‐1
:
Modeling
Quadratic
Functions
as
Area
<br />

Unit
23
:
Quadratic
Expression
Factoring
<br />

23‐1
:
Factoring
Trinomials
with
Positive
Constants
and
Coefficients
<strong>of</strong>
One
<br />

23‐2
:
Factoring
Trinomials
with
Negative
Constants
and
Coefficients
<strong>of</strong>
One
<br />

23‐3
:
Factoring
Trinomials
with
Positive
Constants
and
Coefficients
Other
than
One
<br />

23‐4
:
Factoring
Trinomials
with
Negative
Constants
and
Coefficients
Other
than
One
<br />

23‐5
:
Factoring
using
Difference
<strong>of</strong>
Squares
<br />

23‐6
:
Factoring
Quadratic
Expressions
<br />

Unit
24
:
Quadratic
Equation
Solving
<br />

24‐1
:
Solving
Quadratic
Equations
<br />

Unit
25
:
Quadratic
Models
and
Vertical
Motion
<br />

25‐1
:
Using
the
Vertical
Motion
Model
<br />

Unit
26
:
Measures
<strong>of</strong>
Central
Tendency
<br />

26‐1
:
Finding
Mean,
Median,
Mode,
and
Range
<br />

26‐2
:
Determining
Appropriate
Measures
<br />

26‐3
:
Measuring
the
Effects
<strong>of</strong>
Changing
Data
Sets
<br />

26‐4
:
Finding
a
Data
Value
Given
a
Mean
<br />

Unit
27
:
Single
Event
Probability
<br />

27‐1
:
Finding
Simple
Probabilities
<br />

27‐2
:
Finding
Disjoint
Probabilities
<br />

27‐3
:
Finding
Theoretical
and
Experimental
Probabilities
<br />

©
Copyright
2009
Carnegie
Learning,
Inc.


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