Today
Prepare for Part I of Test Tomorrow
Warm-Up: Review Equations
Absolute Value Equations
Questions from Yesterday’s Wo...
Extra Credit Note:
*All those who submitted answers last week were correct.
This week’s extra credit to be posted today.
A...
Where is This?Garapan, 1936
Warm - Up: Multi-Step with Distribution
−(−5q+1)=−4(7−8q)
2. −2(4k+1) = −10k − 101. −(−5q+1) = − 4(7−8q)
2(4k+1)=−10k−10
Warm-Up Questions
2. 2x - 5 + x - 7 = 8 - 5x + 4 3. 3(2x + 5) = 3(x - 2)
Thursday is the mid point of the 1st quarter. Wri...
Practice Problems: Equations with Fractions
3x + 9 = 36; 3x = 27; x = 9
What are the steps to solve an absolute value equation?
1. Isolate the Absolute Value | |on one side.
2. Split the Absolut...
Class Work
Absolute Value Equation Handout:
Girls: Even, Guys: Odd
Must Show Work on Back or Another Sheet of Paper
This Week @ the Khan Academy:
Equivalent forms of Expressions 1
Absolute Value Handout: #'s 25-32
October 1, 2013
October 1, 2013
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October 1, 2013

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October 1, 2013

  1. 1. Today Prepare for Part I of Test Tomorrow Warm-Up: Review Equations Absolute Value Equations Questions from Yesterday’s Work Class Work: Absolute Value Equations
  2. 2. Extra Credit Note: *All those who submitted answers last week were correct. This week’s extra credit to be posted today. Also @ the v6math site: Complete step-by-step guide to Absolute Value Equations & Inequalities Sample Questions and Answers; view the slideshow online or download it to your computer.
  3. 3. Where is This?Garapan, 1936
  4. 4. Warm - Up: Multi-Step with Distribution −(−5q+1)=−4(7−8q) 2. −2(4k+1) = −10k − 101. −(−5q+1) = − 4(7−8q) 2(4k+1)=−10k−10
  5. 5. Warm-Up Questions 2. 2x - 5 + x - 7 = 8 - 5x + 4 3. 3(2x + 5) = 3(x - 2) Thursday is the mid point of the 1st quarter. Write a fraction showing what part of the school year we have completed. 4. True or False: |-x| = |x| Why or Why Not?
  6. 6. Practice Problems: Equations with Fractions 3x + 9 = 36; 3x = 27; x = 9
  7. 7. What are the steps to solve an absolute value equation? 1. Isolate the Absolute Value | |on one side. 2. Split the Absolute Value into two equations. 3. Solve for the positive exactly the way it is written. 4. Solve for the negative by taking the opposite of the absolute value. 5. Check your answers by plugging them in! 1. Solve: |x+ 5| = 3 2. Solve: |4x - 1| = 19 3. Solve: 5|x + 3|- 3 = 7 Remember: You always solve 2 equations with Absolute Value Equations.
  8. 8. Class Work Absolute Value Equation Handout: Girls: Even, Guys: Odd Must Show Work on Back or Another Sheet of Paper
  9. 9. This Week @ the Khan Academy: Equivalent forms of Expressions 1 Absolute Value Handout: #'s 25-32

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