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LESSON20Solving Systems with SubstitutionLEARNING OBJECTIVESToday I am: solving systems with substitution. So that I can: model real life situations. I'll know I have it when I can: Isolate one of
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01
Identify the equations in the system.
02
Choose a method to solve the system (such as substitution, elimination, or graphing).
03
Solve one equation for one variable.
04
Substitute the expression from step 3 into the other equation.
05
Solve for the second variable.
06
Check your solution by plugging it back into both equations.

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Students studying algebra or math courses.
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Engineers, scientists, and economists who need to solve systems of equations in their work.
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Anyone looking to solve real-world problems that involve multiple variables and equations.
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Solving systems of equations involves finding the values of variables that satisfy multiple equations at the same time.
Individuals or organizations working with multiple equations to find the solution are required to file solving systems of equations.
Solving systems of equations can be filled out by identifying the equations, determining the variables, and solving for the values that satisfy all equations simultaneously.
The purpose of solving systems of equations is to find the common solution that satisfies multiple equations and represents the intersection point of those equations.
The information reported on solving systems of equations includes the equations involved, variables, and the solution obtained after solving.
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