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Essential Math Concepts: GCF, LCM, Prime Factorization, and Scientific Notation

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55 diapositives · 737 Views · Aug 23, 2014

This comprehensive review covers critical math concepts essential for understanding number theory, including the Greatest Common Factor (GCF), Least Common Multiple (LCM), and prime factorization. It offers practical examples like finding factors and calculating values in various forms such as scientific notation and powers of ten. Furthermore, the review aids in recognizing prime numbers, exploring the prime factorization of numbers, and applying mathematical operations, making it a vital resource for students and math enthusiasts alike.

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Essential Math Concepts: GCF, LCM, Prime Factorization, and Scientific Notation
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Transcription de la présentation
  1. Interim Review First Quarter

  2. Question GCF 18 and 36

  3. Answer 18

  4. Question GCF 28 and 42

  5. Answer 14

  6. Write the prime Factorization of 125 Question

  7. Answer 5

  8. What is the LCM12 and 32 Question

  9. Answer 96

  10. Question If the prime factorizationof a number is2x3x5what is the number?

  11. Answer 60

  12. In the prime factorization of 24, 2 is a factor how many times? Question

  13. Answer 3

  14. Write all prime numbers 0-15 Question

  15. Answer 2,3,5,7,11,13

  16. What factors of 30 are prime? Question

  17. Answer 3 and 5

  18. Question Ellycan divide all her books into equal groups of 4 or equal groups of 5. What is the LEAST possible number of books Elly has?

  19. Answer 20

  20. Write the prime factorization of 100 Question

  21. Answer 5x2

  22. Question Find the missing number in the prime factorization of 124 2 x _________

  23. Answer 31

  24. Question Find the value 10

  25. Answer 10000

  26. Question Find the value 1 =

  27. Answer 1

  28. Question Find the value 3.4 x 10

  29. Answer 3400

  30. Question Write in scientific notation .0034

  31. Answer

  32. Question Write as a power of 10 1,000,000

  33. Answer

  34. Question Anything raised to the power of 0 =?

  35. Answer 1

  36. Question

  37. Answer 1

  38. Question If I had 50 tiles, the largest square possible using only whole tiles would be?

  39. Answer 7 x 7

  40. Question √196 ÷ 7 • 8(4+2)

  41. Answer 96

  42. Question (3-4) -4 • 6

  43. Answer -25

  44. Question

  45. Answer 62

  46. Question As part of her art project, Shannon will need to make a square covered in glitter. Her tube of glitter covers 13 square inches. What is the greatest side length Shannon’s square can have?

  47. Answer 3

  48. Question

  49. Answer 0

  50. Question