1. P1 Review of Real Numbers and Their Properties

2. Real Numbers
Irrational
Numbers
Rational
Numbers
Noninteger
Fractions
(pos & neg)
Integers
Negative
Integers
Whole
Numbers
Natural
Numbers
Zero

3. Bounded Intervals on the Real Number Line
Notation
Interval Type
Inequality
Graph
[a,b]
(a,b)
[a,b)
(a,b]

4. Unbounded Intervals on the Real Number Line
Notation
Interval Type
Inequality
Graph

5. Interpreting Inequalities
Describe the subset of real numbers represented by each inequality.
Then sketch the subset on the real number line and state whether the
interval is bounded or unbounded.

6. Write out the given statement using the symbols for inequalities.
b is between -5 and 8.
y is non-negative.

7. Definition of Absolute Value

8. Properties of Absolute Values

9. Distance Between Two Points on the Real Number Line
Let a and b be real numbers. The distance between a and b is
Example: Use absolute value notation to describe the situation.

10. Properties and Operations of Fractions
Equivalent Fractions
Rules of Signs
Generate Equivalent Fractions
Add or Subtract with Like Denominators
Add or Subtract with Unlike Denominators
Multiply Fractions
Divide Fractions