day 1 pc
TRANSCRIPT
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PRE-CALCULUSPrerequisitesSections 1 - 3
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Complex Numbers
Real Numbers
Imaginary Numbers
Rational Numbers
IrrationalNumbers
Integers
Whole NumbersNatural Numbers
See pages 2 - 3
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Set Builder NotationSee pages 3 - 5
Braces are used to enclose elements or objects of a set.The bar between the a’s is read as “such that”. The correct reading would be “a such that a is greater than 5”.
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Set Builder NotationSee pages 3 - 5
The definition of a rational number is any number that can be written as a ratio of a over b, where a and b are integers and b does not equal 0.
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Bounded Intervals of Real NumbersSee pages 4 - 5
Interval Notation
Interval Type
Inequality Graph
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Unbounded Intervals of Real NumbersSee pages 4 - 5
Interval Notation
Interval Type
Inequality Graph
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PropertiesSee page 6
Commutative
Associative
Identity
Inverse
Distributive Property
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Review of ExponentsPage 7
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Scientific NotationPages 8-9
Any positive number can be written in scientific notation.
where and is an integer. , move decimal point 12 places to the
right. 3,870,000,000,000 , move the decimal point 5 places to the
left. .0000618
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Scientific NotationPages 8-9
Convert into scientific notation.
Moved places to the left, the exponent is positive.
Convert into scientific notation.
Moved 2 places to the right, the exponent is negative.
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Cartesian Coordinate SystemPage 12
Key Words x-axis y-axis Origin Ordered pair x-coordinate y-coordinate Quadrants
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Misc.Pages 12-17
Absolute value Distance formula Midpoint formula Standard form of a circle
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Linear Equations and InequalitiesPages 21-25