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Published byΰΈΰΈ²ΰΈ ΰΈΰΈ΄ΰΈΰΈ§ΰΈ±ΰΈΰΈ£ Modified over 5 years ago
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Solving Systems of Equations By Substitution
Get out your notes and your Purple Sheet and get ready for a Warm-Up!
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Warm-Up Solve the following systems by substitution β7π₯+4π¦=β18 β4π₯+5π¦=10 π¦=6 π¦=3π₯+13
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Solve the System by Substitution π₯+3π¦=β1 2π₯+6π¦=β2
Special Case Example 1 Solve the System by Substitution π₯+3π¦=β1 2π₯+6π¦=β2
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Solve the System by Substitution 6π₯β2π¦=β5 β3π₯+π¦=β1
Special Case Example 2 Solve the System by Substitution 6π₯β2π¦=β5 β3π₯+π¦=β1
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Activity Solve the system of equations and find the letter that goes with your answer at the bottom of the back of the page. Draw the shape next to the problem in the box with that letter. Once you finish all the problems, it will make a complete picture. Not all the answers and letters will be used.
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Solve the System of Equations by Substitution 7π₯βπ¦=β13 5π₯+π¦=β23
Closure Solve the System of Equations by Substitution 7π₯βπ¦=β13 5π₯+π¦=β23
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