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Published byAbele Carli Modified over 5 years ago
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Skip a page for the toc Lesson 16 Solving one step equations
Goal: Get the variable on one side of the equation by itself Method: Use inverse operations to eliminate any other terms or numbers. Remember: if you do something to one side of an equation, you must do the same thing to the other side to maintain equality π₯β11=17 +11 +11 π₯ =28
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Skip a page for the toc Lesson 16 Solving one step equations
Check your answer! Does 28 β 11 = 17? Yes! So, our answer is correct. Now you try: π₯+7=42 β7 β7 π₯ =36
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Skip a page for the toc Lesson 16 Solving one step equations
Use these problems as practice in your notebook. Make sure your work is organized: 22+π₯=80 xβ(β3)=11 π₯+15=β15 xβ10=β72 β12+π₯=4 10βπ₯=6
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Skip a page for the toc Lesson 16 Solving one step equations
Goal: Get the variable on one side of the equation by itself Method: Use inverse operations to eliminate any other terms or numbers. Remember: if you do something to one side of an equation, you must do the same thing to the other side to maintain equality π₯ 5 =7 5Γ Γ5 π₯=35
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Skip a page for the toc Lesson 16 Solving one step equations
Use these problems as practice in your notebook. Make sure your work is organized: π₯β(β8)=72 π₯Γ·11=9 4Γπ₯=64 π₯ 4 =β3 24 π₯ =2 11Γ·π₯=5.5
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Skip a page for the toc Lesson 16 Solving two step equations
Goal: Get the variable on one side of the equation by itself Method: Use inverse order of operations to eliminate any other terms or numbers: SADMEP 2π₯β10=20 +10 +10 2π₯ =30 Γ·2 Γ·2 π₯ =15
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Skip a page for the toc Lesson 16 Solving two step equations
Use these problems as practice in your notebook. Make sure your work is organized: 3π₯β5=30 7+8π₯=23 11+2π₯=β9 12+ π₯ 4 =20 π₯ 10 β15=β19 10β3π₯=40
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Solving multi-step equations
Simplify both sides (distribute, combine like terms, calculate exponents, etc) Get the variables on one side and the numbers on the other side using addition and subtraction Solve for the variable
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