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Absolute Value Functions
(m10155)
Author:
First Last
Keywords:
absolute value
,
absolutevalue equation
,
absolutevalue function
,
absolutevalue inequality
Summary:
In this section you will: Graph an absolute value function. Solve an absolute value equation.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170621
Revisions:
2
Add Whole Numbers
(m10028)
Author:
First Last
Keywords:
addends
,
additive identity
,
commutative property of addition
,
equation
,
expression
,
identity property of addition
,
perimeter
,
sum
Summary:
By the end of this section, you will be able to: Use addition notation Model addition of whole numbers Add whole numbers without models Translate word phrases to math notation Add whole numbers in applications
Subject:
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170613
Revisions:
2
Angles
(m10075)
Author:
First Last
Keywords:
angle
,
angular speed
,
arc length
,
area of a sector
,
coterminal angles
,
degree
,
initial side
,
linear speed
,
measure of an angle
,
negative angle
,
positive angle
,
quadrantal angle
,
radian
,
radian measure
,
ray
,
reference angle
,
standard position
,
terminal side
,
vertex
Summary:
In this section, you will: Draw angles in standard position. Convert between degrees and radians. Find coterminal angles. Find the length of a circular arc. Use linear and angular speed to describe motion on a circular path.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170620
Revisions:
2
Arithmetic Sequences
(m10120)
Author:
First Last
Keywords:
arithmetic sequence
,
common difference
,
explicit formula
,
recursive formula
,
sequence
,
term
Summary:
In this section, you will: Find the common difference for an arithmetic sequence. Write terms of an arithmetic sequence. Use a recursive formula for an arithmetic sequence. Use an explicit formula for an arithmetic sequence.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170620
Revisions:
2
Arithmetic Sequences
(m10293)
Author:
First Last
Keywords:
arithmetic sequence
,
common difference
,
explicit formula
,
recursive formula
,
sequence
,
term
Summary:
In this section, you will: Find the common difference for an arithmetic sequence. Write terms of an arithmetic sequence. Use a recursive formula for an arithmetic sequence. Use an explicit formula for an arithmetic sequence.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170621
Revisions:
2
Arithmetic Sequences
(m10285)
Author:
First Last
Keywords:
arithmetic sequence
,
common difference
,
explicit formula
,
recursive formula
,
sequence
,
term
Summary:
In this section, you will: Find the common difference for an arithmetic sequence. Write terms of an arithmetic sequence. Use a recursive formula for an arithmetic sequence. Use an explicit formula for an arithmetic sequence.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170621
Revisions:
2
Binomial Theorem
(m10297)
Author:
First Last
Keywords:
binomial coefficient
,
binomial expansion
,
Binomial Theorem
,
combinations
,
Pascal’s Triangle
Summary:
In this section, you will: Apply the Binomial Theorem.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170621
Revisions:
2
Binomial Theorem
(m10124)
Author:
First Last
Keywords:
binomial coefficient
,
binomial expansion
,
Binomial Theorem
,
combinations
,
Pascal’s Triangle
Summary:
In this section, you will: Apply the Binomial Theorem.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170620
Revisions:
2
Binomial Theorem
(m10289)
Author:
First Last
Keywords:
binomial coefficient
,
binomial expansion
,
Binomial Theorem
,
combinations
,
Pascal’s Triangle
Summary:
In this section, you will: Apply the Binomial Theorem.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170621
Revisions:
2
Complex Numbers
(m10055)
Author:
First Last
Keywords:
complex conjugate
,
complex number
,
complex plane
,
imaginary number
,
square root of a negative number
,
square roots
Summary:
In this section, you will: Express square roots of negative numbers as multiples of i. Plot complex numbers on the complex plane. Add and subtract complex numbers. Multiply and divide complex numbers.
Subject:
Mathematics and Statistics,
Mathematics and Statistics
Language:
English
Revised:
20170620
Revisions:
2
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