The Story of Maths II

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Across
  1. 2. Ancient Chinese game
  2. 4. ____ is a language that explains how patterns in numbers work
  3. 5. Carl Gauss was a ____ mathematician
  4. 6. The 4th composite number
  5. 10. Quadratic equations often have ____ equations
  6. 12. An Indian religious theme involves ____ness
  7. 16. Even numbers are ____
  8. 17. Ch'in explored the ____ Theorem (like Carl Gauss many years later)
  9. 19. What did the Indian astronomer say to God when he wanted an answer?
  10. 22. Baghdad had an impressive ____
  11. 24. _____ of elevation
  12. 27. A common surname in some Asian countries (just ask Natalie)
  13. 28. According to Indian mathematicians, 1/0= ____
  14. 29. Using Fibonacci Sequence, you can calculate the reproduction of ____
  15. 31. the Mesopotamian empire where maths were explored and developed
  16. 34. Ch'in was interested in ___ equations
  17. 35. Generally, math innovations happened in the East before in the ____
  18. 36. Fibonacci Sequences are found in nature (eg. Nautilus ____)
  19. 37. Avoid the number _____ at all costs
  20. 39. Algebraic calculations to the 4th power are ____
  21. 40. Quadratic equations involve numbers (and variables) that are ____
  22. 45. The angle between the sun, moon, and earth that led to celestial calculation is one ____ of a degree
  23. 47. Leonardo of ____
  24. 49. 1,1,2,3,5,8,____,21
  25. 51. Odd numbers are ____
  26. 54. Pie are not round, pi are ____
  27. 55. Can be formed with 9, 16, or 25 numbers
  28. 56. The 9 Chapters is all about how to solve ____
  29. 59. Tourist make funny pics in front of the ____ Tower of Pizza!
  30. 61. Ch'in had no symbol for this number
  31. 62. SCMS is located on Strawberry____
  32. 63. This number brings good fortune
  33. 65. In all, it took over 2000 ____ to build
Down
  1. 1. The ____ of Proportionality (thing German)
  2. 3. ____ discovered how to solve all cubic equations
  3. 7. ____, an Italian city that banned arabic numbers in 1299
  4. 8. A counting game that uses beans or stones
  5. 9. Pro____ce High School
  6. 11. The square of a number is one ____ than the product of the two numbers immediately before and after
  7. 13. 6400 km long Great ___ of China
  8. 14. Indians were using the ____ system by the 3rd c.
  9. 15. ____ enabled Indian astronomers to make important math and planetary discoveries
  10. 16. French mathematician, Pierre de ____
  11. 18. ____ numbers were first explored in India
  12. 20. Along with China, ____ developed Math concepts more fully than in the West
  13. 21. ____gammon requires some math skills to play
  14. 23. Ying goes with this
  15. 25. Plays tennis and gets "licked"
  16. 26. Pi is the ration of circumference to ____
  17. 30. Ch'in was only able to find approximate ____ to his problems
  18. 32. French for "farewell" (without further...)
  19. 33. The Story of ____
  20. 38. "The ____ Chapters"
  21. 41. Math progress in the West waned (or was non-existent) during the ____ ____
  22. 42. The House of ____
  23. 43. The 3rd prime number
  24. 44. Madhava explored connections between ____ series and trig
  25. 46. There are 720 ____ in April
  26. 48. The sine function is useful in this field
  27. 50. Math is an ____ science
  28. 52. Italian contact with Arabs in North ____ led to the acceptance of new maths in Europe
  29. 53. Hindu-____ numerals are represented by 0-9
  30. 57. The Fibonacci ____ was invented by the mathematician of the same name
  31. 58. In the west, Liebnitz is often credited with discovering this
  32. 60. Isaac ____
  33. 64. The sun is four ____ times further from earth than the moon