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Opener:   1.) Simplify the following expression.  Then evaluate it    
               for x = ‐2.
                        2 (x+6) ‐ 4 (3x ‐1)




          2.) Define a variable and write an expression to model the 
          following situation. Brookfield Zoo has a lot of giraffes.  For 
          every 3 giraffes Brookfield Zoo has, Lincoln Park Zoo has 1. 
          How many giraffes does Lincoln Park Zoo have?




          3.) Use backtracking to solve the following equation.
                          ‐3 (x ‐ 4) ‐ 17 = 10




                                                                             1
Homework 
Questions:




             2
Section 2.9   Getting Started Solving Linear Equations

              Ex 1:  Solve  ‐2 (p ‐15) + 5 = ‐15




              Ex 2: Can you solve 5x + 6 = 3x + 12 using back‐tracking? Why 
              or why not?




              How might you solve it then?




              Ex 3: Solve 4x ‐ 3 = 2x + 4




                                                                               3
More Practice with    Ex 4: James says, "I pick a number.  I add 1 to my number.  I 
Number Tricks         multiply by 4.  I subtract 11.  My final result is two times my 
                      starting number."  Write and solve an equation to find out 
                      what James's starting number was.




                                                                                         4
5

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Unit 1 test 2.9 notes b

  • 1. Opener: 1.) Simplify the following expression.  Then evaluate it          for x = ‐2. 2 (x+6) ‐ 4 (3x ‐1) 2.) Define a variable and write an expression to model the  following situation. Brookfield Zoo has a lot of giraffes.  For  every 3 giraffes Brookfield Zoo has, Lincoln Park Zoo has 1.  How many giraffes does Lincoln Park Zoo have? 3.) Use backtracking to solve the following equation. ‐3 (x ‐ 4) ‐ 17 = 10 1
  • 3. Section 2.9 Getting Started Solving Linear Equations Ex 1:  Solve  ‐2 (p ‐15) + 5 = ‐15 Ex 2: Can you solve 5x + 6 = 3x + 12 using back‐tracking? Why  or why not? How might you solve it then? Ex 3: Solve 4x ‐ 3 = 2x + 4 3
  • 4. More Practice with  Ex 4: James says, "I pick a number.  I add 1 to my number.  I  Number Tricks multiply by 4.  I subtract 11.  My final result is two times my  starting number."  Write and solve an equation to find out  what James's starting number was. 4
  • 5. 5