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Order with Exponents

Order with Exponents. 08/26/13. 08/26/13. Observe, Question, Comment . Order of Operations with Exponents. Order of Operations with Exponents Reflection. Standard:. 6L. 6R. Standard.

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Order with Exponents

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  1. Order with Exponents

  2. 08/26/13 08/26/13 Observe, Question, Comment Order of Operations with Exponents Order of Operations with Exponents Reflection Standard: 6L 6R

  3. Standard • AF 1.2: Interpret positive whole-number powers as repeated multiplication. Evaluate expressions that include exponents.

  4. 08/26/13 08/26/13 Observe, Question, Comment Order of Operations with Exponents Order of Operations with Exponents Reflection Standard: Objective: 6L 6R

  5. Objective • To simplify expressions involving exponents

  6. 08/26/13 08/26/13 Observe, Question, Comment Order of Operations with Exponents Order of Operations with Exponents Reflection Standard: Objective: Language of the Discipline: 6L 6R

  7. What is a Power? Exponent Base Power

  8. VocabularyPowers • A power has two parts, a base and an exponent. For Example [Exponential Form] [Expanded Form] 64 [Standard Form]

  9. 08/26/13 08/26/13 Observe, Question, Comment Order of Operations with Exponents Order of Operations with Exponents Reflection Standard: Practice: Objective: Language of the Discipline: Notes/Examples: 6L 6R

  10. Exponents Exponents are repeated multiplication. An exponent is the little number found on the upper right hand corner of a number or variable. 3² x³ 3² means…3 times itself 2 times (3)(3) 9 IT DOES NOT MEAN 3 X 2!!!!

  11. Exponents So, then, what do you think x³ means? (x)(x)(x) What is (-4)³? (-4)(-4)(-4) (16)(-4) -64

  12. Exponents Try some on your own!

  13. Write the Expression Using Exponents

  14. Write the Expression Using Exponents [Try These]

  15. Identify the EXPONENT; BASE; POWER; EXPANDED FORM; and STANDARD FORM • Exponent:_____ • Base:_______ • Expanded Form:__________ • Standard Form:________ • Exponent:_____ • Base:_______ • Expanded Form:__________ • Standard Form:________ • Exponent:_____ • Base:_______ • Expanded Form:__________ • Standard Form:________

  16. Order of Operations For x = -5

  17. Order of Operations For x = 2 and y = 3

  18. Simplify and Evaluate For a = 5 For c = 2.3 For y = 3 For m = 1.5 and n = 4

  19. Simplify and Evaluate For a = 5 73 For c = 2.3 16.167 For y = 3 - 9 For m = 1.5 and n = 4 8.5

  20. Evaluate the following if a = 2, b = 3, c = 4, and d =5

  21. 08/28/13 08/28/13 Observe, Question, Comment Absolute Value Absolute Value Reflection Standard: 7L 7R

  22. Standard • NS 2.5: Understand the meaning of absolute value of a number

  23. 08/26/12 08/27/12 Observe, Question, Comment Absolute Value Absolute Value Reflection Standard: Objective: 7L 7R

  24. Objective • To graph integers • To find absolute values • Why learn this: To represent real-world quantities that are less than zero, such as temperatures and scores.

  25. 08/26/12 08/27/12 Observe, Question, Comment Absolute Value Absolute Value Reflection Standard: Objective: Language of the Discipline: 7L 7R

  26. Absolute Value |Absolute Value| – The distance between a number and 0 on a number line.

  27. 08/26/12 08/27/12 Observe, Question, Comment Absolute Value Absolute Value Reflection Standard: Practice: Objective: Language of the Discipline: Notes/Examples: 7L 7R

  28. Finding Absolute Value • Use the Number Line to find the

  29. Finding Absolute Value • Use the Number Line to find the

  30. Finding Absolute Value • Use the Number Line to find the

  31. Take the Absolute Value To Simplify

  32. Think of the Absolute Value as SHOWER |Shower Doors| = You always come out of the shower CLEAN!

  33. Simplifying an Expression with Absolute Value

  34. Simplifying an Expression with Absolute Value What is the difference between the two problems?

  35. Simplifying an Expression with Absolute Value

  36. Simplifying an Expression with Absolute Value What is the difference between the two problems?

  37. Simplifying an Expression with Absolute Value

  38. Simplifying an Expression with Absolute Value What is the difference between the two problems?

  39. Simplifying an Expression with Absolute Value (Challenge)

  40. Assignment #5

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