Slide 1 Slide 2 Linear Equation (+, -, x) of a variable or constant exponent of the variable is only 1 variables may not be multiplied variable cannot be the denominator…

Slide 1SYSTEMS OF LINEAR EQUATIONS Solving Linear Systems Algebraically Slide 2 Solving Systems of Equations Algebraically 1.When you graph, sometimes you cannot find the…

1. 6.3 Write Linear Equations in Point-Slope Form 6.4 Write Linear Equations in Standard forms 2. Objective • Write a linear equation in standard form given the coordinates…

1. Section 4.5Graphing Linear Equations 2. Thestandard formof an linear equation is: A x +B y =C Where A> 0, A and B are not both zero,and A, B, and C are integers whose…

1. Vocabulary Quadratic Equation – an equation that can be writtenin the standard form ax 2 + bx + c = 0 where a ¹ 0 Zero(s) of a function – x value(s) for which…

1. Module 1 Linear Functions What this module is about This module is about a special type of relation called Linear Functions. In your study of functions, you learned about…

1. 3.2 SYSTEMS OF LINEAREQUATIONSSolving Linear Systems Algebraically 2. Solving Linear Systems of Equations AlgebraicallyToday’s objective:1. I will use algebraic methods…

1. Linear Equation (+, -, x) of a variable or constant exponent of the variable is only 1 variables may not be multipliedvariable cannot be the denominator graph of linear…

1. Writing the Equation of a Line Slope-intercept and Standard Forms 2. Objective:  Giventwo points, write the equation of a line in both slope-intercept and standard…

1. LINEAR FUNCTIONS  Linear Equations 2. Example #1  This is an example of a linear equation y = x + 8  All linear equations are functions. That is the value of…