1 / 68

Check this out!

Check this out!. http://vimeo.com/28283102. 1. Pick a seat. Any seat. Get a whiteboard, a marker, and an eraser. 3. Write down one - ing verb to describe your summer. 4. Hurry. We use time well in this class. Day 1. f ) The fat cat walks fast. English. 5. What Language Is This?

alden-pearson
Download Presentation

Check this out!

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Check this out! http://vimeo.com/28283102

  2. 1. Pick a seat. Any seat. Get a whiteboard, a marker, and an eraser. 3. Write down one -ing verb to describe your summer. 4. Hurry. We use time well in this class. • Day 1

  3. f) The fat cat walks fast. English 5. What Language Is This? a) Die fetteKatzegehtschnell. b) El gatogordocaminarápidamente. c) Il gattograssocamminavelocement. d) Le gros chat marcherapidement. e) O gatogordoandarapidamente. German Spanish Italian French Portuguese

  4. f) The fat cat walks fast. English 5. What Language Is This? a) Die fetteKatzegehtschnell. b) El gatogordocaminarápidamente. c) Il gattograssocamminavelocement. d) Le gros chatmarcherapidement. e) O gatogordoandarapidamente. German Spanish Italian French Portuguese

  5. 5. What Language Is This? g) Math

  6. #1 4 more than p.

  7. #1 #2 4 more than p. 4 less than p. p + 4

  8. #2 #3 4 less than p. the product of 15 and c. p - 4

  9. #3 #4 the product of 15 and c. the sum of 12 and five times m. 15c

  10. #3 #4 the product of 15 and c. the sum of 12 and five times m. 15c

  11. #5 #6 What language is this: математика - мойдруг. What does this mean in German? Mathematikistmein Freund. Russian.

  12. #6 #7 What does this mean in German? Mathematikistmein Freund. the quotient of a number and six. Mathematics is my friend.

  13. #7 #8 the quotient of a number and six. the product of 5 and m minus the quotient of t and 7. n/6

  14. #8 #9 write this in English: q/6 + 7 ten less than five times a number seven more than the quotient of q and six.

  15. 9. Homework Practice Write in English: 2m + 3 Challenge Write in English: 2(m + 3)

  16. 1. Opener Simplify these. a) b) c) d) This sequence goes on for 784 numbers. What is the sum? e) What does Manero’s Steakhouse in Greenwich, CN, offer to any baby born in the restaurant?

  17. 2. Chocolate Math 1. Pick the number of times per week you’d like to have chocolate. (At least once but less than ten times.) 2. Multiply this number by 2. 3. Add 5. 4. Multiply it by 50. 5. If you have already had your birthday, add 1758. If you haven’t, add 1757. 6. Now subtract the four-digit year you were born in. 7. You should have a three-digit number. THE FIRST DIGIT OF THIS IS YOUR ORIGINAL NUMBER THE NEXT TWO NUMBERS ARE YOUR AGE

  18. 3. Order of Operations 20 - 3 + 4

  19. 3. Order of Operations (20)(-3)(4)

  20. 3. Order of Operations 20 + 5 • 4

  21. 3. Order of Operations 20 + 5 • (4 - 1)

  22. 3. Order of Operations 20 + 5 • (4 - 1)2

  23. 3. Order of Operations 20 ÷ 5 • 2 + 5 • (4 - 1)2

  24. 3. Order of Operations

  25. 4. Evaluating Evaluate: b2 - 4ac for a = 7, b = -5, and c = 2

  26. 6. Homework Practice Evaluate: for a = -3, b = -2 Challenge Evaluate: for a = -3, b = -2

  27. Good job today! • For practice, would you please do the exercises I will hand out. These are due tomorrow. Good luck!!

  28. Day 2 Refresher- Order of Operations 20 ÷ 5 • 2 + 5 • (4 - 1)2

  29. 1. Opener Simplify each of these: a) b) c) Evaluate: for a = -2, b = -5, c = 1 d) Fill in the missing parts of these two tables: e) How much did Nike pay for its logo? • Day 2

  30. natural numbers whole numbers integers 0 0 0 2. Kinds of Numbers

  31. 2. Kinds of Numbers 3 4 5 6 7 8 rational numbers

  32. 2. Kinds of Numbers 3 4 5 6 7 8 irrational numbers

  33. #1 What kind of number is -5?

  34. #1 #2 What kind of number is -5? What kind of number is 42? integer, rational

  35. #2 #3 What kind of number is 42? What kind of number is -4.5669? natural, whole, integer, rational

  36. #3 #4 What kind of number is -4.5669? Give an example of a positive integer. rational

  37. #4 #5 Give an example of a positive integer. Give an example of a negative natural number.

  38. #5 #6 Give an example of a negative natural number. Give an example of a whole number that isn’t positive.

  39. #5 #6 Give an example of a negative natural number. Give an example of a whole number that isn’t positive.

  40. #6 #7 Give an example of a whole number that isn’t positive. What kind of number is most useful to describe: your shoe size

  41. #7 #8 What kind of number is most useful to describe: your shoe size What kind of number is most useful to describe: the temperature in a news report rational

  42. #8 #9 What kind of number is most useful to describe: the temperature in a news report What kind of number is most useful to describe: the number of siblings a person has integers

  43. #9 #10 What kind of number is most useful to describe: the number of siblings a person has True or false: Every rational number is also an integer. If false, give a counterexample. whole

  44. #10 #11 True or false: Every rational number is also an integer. If false, give a counterexample. True or false: Every whole number is also a natural number. If false, give a counterexample. false

  45. #11 #12 True or false: Every whole number is also a natural number. If false, give a counterexample. True or false: Every natural number is also a rational number. If false, give a counterexample. false

  46. #12 #13 True or false: Every natural number is also a rational number. If false, give a counterexample. True or false: Every negative number is also an integer. If false, give a counterexample. true

  47. #13 True or false: Every negative number is also an integer. If false, give a counterexample. true

  48. http://www.ted.com/talks/pranav_mistry_the_thrilling_potential_of_sixthsense_technology.htmlhttp://www.ted.com/talks/pranav_mistry_the_thrilling_potential_of_sixthsense_technology.html

More Related