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Recognize the general form for linear equations

Solve the linear equations

Recognize the general form for quadratic equations

Solve quadratic equations using the technique of factorization, quadratic formula and completing the square

Solve simultaneous equations for 2 x 2 systems using substitution and elimination methods

Identify the notation of inequalities and properties of inequalities

Express the solution in inequality notation, real number line, interval notation or sets notation

Solve linear inequalities

Identify the absolute value

Solve the absolute value equations

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- 1. LEARNING OUTCOMES • At the end of this lesson, student should be able to: • Recognize the general form for linear equations • Solve the linear equations • Recognize the general form for quadratic equations • Solve quadratic equations using the technique of factorization, quadratic formula and completing the square • Solve simultaneous equations for 2 x 2 systems using substitution and elimination methods • Identify the notation of inequalities and properties of inequalities • Express the solution in inequality notation, real number line, interval notation or sets notation • Solve linear inequalities • Identify the absolute value • Solve the absolute value equations MTH 1012 2
- 2. Chapter 2 Simultaneous Equation for 2 x 2 system Linear Equation Quadratic Equation Inequalities Absolute value Addition and subtraction Multiplication and division Factorization Completing the square Formulae Substitution Elimination Linear Inequality Quadratic Inequality
- 3. Addition and subtraction Multiplication and division Linear Equation
- 4. Quadratic EquationFactorization Completing the square Formulae If a = 1
- 5. QUESTIONS :
- 6. Simultaneous Equation for 2 x 2 system Substitution Elimination
- 7. QUESTIONS :
- 8. Inequalities Linear Inequality Quadratic Inequality Single Inequality Double Inequality
- 9. QUESTIONS :
- 10. Absolute value , 0 , 0 x if x x x if x • Properties of absolute value abbaiii aaii ai )( )( 0)( • Absolute value equations or x = -a with a is real number positive axax
- 11. Example :
- 12. QUESTIONS:
- 13. THE END Please Do a Lot of Exercises THANK YOU JUST REMEMBER:

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