| 1 | BASIC CONCEPTS
Digit, Natural number, Counting Numbers, Integers, Consecutive Integers
Odd-Even Numbers
Rational Numbers, Irrational Numbers, Real Numbers
Sign Review |
| 2 | BASIC CONCEPTS
Place Analysis and Radix Arithmetic
Division - Divisibility
Prime Numbers, Factorial, GCD-OKEK |
| 3 | EXPONENTIAL NUMBERS
Definition and Properties of Exponents
Four Operations with Exponents
Exponential Equations |
| 4 | RADICAL NUMBERS
Definition and Properties of Radical Number
Four Operations on Radical Numbers
Converting a Radical Number to an Exponential Number |
| 5 | RADICAL NUMBERS
Converting an Exponent to a Radical Number
Extracting a Number from the Root
Equations with Radical Numbers |
| 6 | CLUSTERS
Cluster Definition
Determining the Number of Subsets and Subsets
Universal Set
Complement of a Set
Transactions on Clusters |
| 7 | FACTORING
Common Factor Bracketing Method
Factorization Method by Grouping
Factorization Method Using Identities
Factorization by Adding and Subtracting Terms |
| 8 | FIRST DEGREE EQUATIONS
First Order Equations with One Unknown
Modeling Problems Using Equations
First Order Equations and Equation Systems with Two Unknowns |
| 9 | MIDTERM |
| 10 | SECOND-ORDER EQUATIONS
Quadratic Equation Definition
Solving an Equation by Factoring
Solving Using Formula (Discriminant) |
| 11 | SECOND-ORDER EQUATIONS
Solving Equations That Can Be Transformed into Quadratic Equations
Constructing a Quadratic Equation Given Roots |
| 12 | ABSOLUTE VALUE
Absolute Value Definition
Absolute Value Equation Solutions |
| 13 | INEQUALITY
Range (Open, Closed, Semi-open)
Showing the Range on the Number Line
Inequality Equation Solutions and Determining Solution Sets |
| 14 | RATIO-PROPORTION
Ratio-Proportion Concepts
Proportion Types (Direct, Inverse)
Ratio-Proportion Problems |
