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Solving Multi-step Equations by Combining Like Terms and with Variables on Both Sides.

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Presentation on theme: "Solving Multi-step Equations by Combining Like Terms and with Variables on Both Sides."— Presentation transcript:

1 Solving Multi-step Equations by Combining Like Terms and with Variables on Both Sides

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7 Simplifying equations involves three steps. Getting rid of fractions. –To get rid of a fraction from an equation multiply each term by the LCD. Getting rid of parentheses. –To get rid of parentheses from an equation, distribute. Getting rid of like terms that are on the same side of the equal sign. –Combine like terms by adding or subtracting using your integer rules. This lesson focuses on this part.

8 Ex. 1 To SIMPLIFY use this checklist. Any fractions? –NO Any ( ) –NO Any like terms –YES – use integer rules. Now SOLVE

9 Ex. 2 To SIMPLIFY use this checklist. Any fractions? –NO Any ( ) –NO Any like terms –YES – Combine them using Integer rules. Now ISOLATE the variable and SOLVE

10 Ex. 3 To SIMPLIFY use this checklist. Any fractions? –NO Any ( ) –NO Any like terms –NO So ISOLATE the variables. Get them together on the same side Now SOLVE –And reduce

11 Ex. 4 To SIMPLIFY use this checklist. Any fractions? –NO Any ( ) –NO Any like terms –NO So ISOLATE the variables. Get them together on the same side Now SOLVE

12 Ex. 5 To SIMPLIFY use this checklist. Any fractions? –NO Any ( ) –NO Any like terms –YES – Regroup then use integer rules. Now SOLVE

13 To SIMPLIFY use this checklist. Any fractions? –NO Any ( ) –NO Any like terms –YES – Regroup then use integer rules. Now ISOLATE and SOLVE Ex. 6

14 Ex. 7 Getting rid of fractions Multiply by the LCD Group like terms Combine like terms Use integer rules Now solve. Not on the notes!

15 Multiply by the LCD Group like terms Combine like terms Use integer rules Now solve. Ex. 8


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