Solving Systems by ELIMINATION

Slides:

Advertisements

Similar presentations

Solve Systems of Equations by Elimination

Advertisements

4.3 Systems of Equations - Elimination Objective: The student will be able to: Solve systems of equations using elimination with addition and subtraction.

Solve each with substitution. 2x+y = 6 y = -3x+5 3x+4y=4 y=-3x- 3

Solving a System of Equations by ELIMINATION. Elimination Solving systems by Elimination: 1.Line up like terms in standard form x + y = # (you may have.

3.5 Solving systems of equations in 3 variables

Bell Work2/12/15 Solve the system by elimination..

5.3 Solving Systems using Elimination

Solving Systems of Linear Equations

Algebra-2 Section 3-2B.

Goal: Solve systems of linear equations using elimination. Eligible Content: A / A

Dr. Fowler CCM Solving Systems of Equations By Elimination – Harder.

Solving a System of Equations in Two Variables By Elimination Chapter 8.3.

Solving Systems of Equations. Solve systems of equations using addition and subtraction.

Bell Ringer 2x – 3y = 4 5x + 3y = 10. HW Check Check elimination part 1 practice.

Another method for solving systems of equations is elimination

SOLVING SYSTEMS ALGEBRAICALLY SECTION 3-2. SOLVING BY SUBSTITUTION 1) 3x + 4y = 12 STEP 1 : SOLVE ONE EQUATION FOR ONE OF THE VARIABLES 2) 2x + y = 10.

Solving Systems of Equations using Elimination. Solving a system of equations by elimination using multiplication. Step 1: Put the equations in Standard.

Solving by Elimination Example 1: STEP 2: Look for opposite terms. STEP 1: Write both equations in Standard Form to line up like variables. STEP 5: Solve.

3-2 Day 2 Solving Systems Algebraically: Elimination Method Objective: I can solve a system of equations using the elimination method.

Systems of Equations: Substitution Method

7.4. 5x + 2y = 16 5x + 2y = 16 3x – 4y = 20 3x – 4y = 20 In this linear system neither variable can be eliminated by adding the equations. In this linear.

Lesson 7.4A Solving Linear Systems Using Elimination.

Solving Systems of Equations By Elimination. Warm – up!! *As you walk in, please pick up your calculator!!* Use substitution to solve the following systems.

Bell Ringer: Combine like terms 1)4x + (-7x) = 2)-6y + 6y = 3)-5 – (-5) = 4)8 – (-8) =

Solving Systems of Equations So far, we have solved systems using graphing and substitution. These notes show how to solve the system algebraically using.

Solve Systems of Equations Using Elimination Section 6.3.

SOLVING SYSTEMS USING ELIMINATION 6-3. Solve the linear system using elimination. 5x – 6y = -32 3x + 6y = 48 (2, 7)

Multiply one equation, then add

Solving Systems by Elimination 5.4 NOTES, DATE ____________.

Systems of Equations By Substitution and Elimination.

Chapter 5: Systems of Linear Equations Section 5.1: Solving Systems of Linear Equations by Elimination.

Solving Systems of Linear Equations in 2 Variables Section 4.1.

SECTION 3.2 SOLVING LINEAR SYSTEMS ALGEBRAICALLY Advanced Algebra Notes.

WARM-UP. SYSTEMS OF EQUATIONS: ELIMINATION 1)Rewrite each equation in standard form, eliminating fraction coefficients. 2)If necessary, multiply one.

Elimination Method - Systems. Elimination Method  With the elimination method, you create like terms that add to zero.

Solving a System of Equations by ELIMINATION. Elimination Solving systems by Elimination: 1.Line up like terms in standard form x + y = # (you may have.

objective I Can state the first step for solving systems. I Can solve systems of equations by graphing, substitution or elimination.

The student will be able to:

Solve Linear Systems By Multiplying First

Objective I can solve systems of equations using elimination with addition and subtraction.

X.3 Solving Systems of Linear Equations by Elimination

Elimination Method Day 1

Solve Systems of Equations by Elimination

5.3 Solving Systems of Linear Equations by Elimination

Solving Systems of Linear Equations in 3 Variables.

The student will be able to:

Solve for variable 3x = 6 7x = -21

Solving a system of equations by elimination using multiplication.

Lesson 7-4 part 3 Solving Systems by Elimination

5.3 Solving Systems of Linear Equations by Elimination

Solving Systems of Equations by Elimination

REVIEW: Solving Linear Systems by Elimination

Solve Systems of Equations by Elimination

3.5 Solving systems of equations in 3 variables

Before: December 4, 2017 Solve each system by substitution. Steps:

Notes Solving a System by Elimination

Solving Systems of Equations

The student will be able to:

Solving a System of Equations in Two Variables by the Addition Method

The student will be able to:

Solving Systems of Linear Equations in 3 Variables.

Solving Systems of Equations

6.3 Using Elimination to Solve Systems

The student will be able to:

The student will be able to:

6-3 & 6-4 Solving Systems by Elimination

The Substitution Method

Step 1: Put the equations in Standard Form. Standard Form: Ax + By = C

The student will be able to:

Presentation transcript:

Solving Systems by ELIMINATION

The Elimination Method Put BOTH equations in STANDARD form (Ax + By = C) Multiply One or Both equations to make the coefficients of either x or y opposite numbers (one positive and one negative). Add the two equations together (to eliminate one variable). Solve the resulting equation for the variable that is left. Substitute that value into EITHER of the original equations Solve that result for the second variable. Write your answer as a coordinate pair, (x, y).

Example 1: Solve

Example 2: Solve

Example 3: Solve

Example 4: Solve

Example 5: Solve