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Pythagorean Theorem

Pythagorean Theorem. a 2 + b 2 = c 2. Formula for: nth hexagonal number:. n(4n - 2). 2. Total radians in a circle. 2 . ? = baker’s dozen. 13. ? km = 1 mile. 1.61. ? qts = 1 peck. 8. Formula for: 2 + 4 + 6 + 8 + . . . + n. n(n+2). 4.

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Pythagorean Theorem

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  1. Pythagorean Theorem a2 + b2 = c2

  2. Formula for: nth hexagonal number: n(4n - 2) 2

  3. Total radians in a circle 2

  4. ? = baker’s dozen 13

  5. ? km = 1 mile 1.61

  6. ? qts = 1 peck 8

  7. Formula for: 2 + 4 + 6 + 8 + . . . + n n(n+2) 4

  8. Diagonal of a square when given the side x x 2

  9. ? = 1 gross 144

  10. Number of Diagonals from one vertex n-3

  11. ? cu in = 1 cu ft 1728

  12. Total of all exterior angles in a polygon 360

  13. ? cu in = 1 gallon 231

  14. ? oz = 1 gal 128

  15. Internal diagonal of a cube when given the side x x 3

  16. ? acres = 1 sq mile 640

  17. Number of total diagonal in a polygon n(n-3) 2

  18. ? sq in = 1 sq ft 144

  19. Formula for: 1 + 2 + 3 + 4 + . . . + n n(n+1) 2

  20. Measure of each exterior angle in a regular polygon 360 n

  21. ? qt = 1 gal 4

  22. ? ft/sec = 15 mph 22

  23. ? pints = 1 qt 2

  24. ? mi = 1 km .621

  25. Degrees of each angle in a regular polygon 180(n-2) n

  26. ? lb = 1 ton 2000

  27. ? sq ft = 1 sq yd 9

  28. Formula for: nth triangular number: n(n+1) 2

  29. ? mph = 22 ft/sec 15

  30. Formula to chance Celsius to Fahrenheit 9 F = – C + 32 5

  31. Formula for: 1 + 3 + 5 + 7 + . . . + n 2 ( ) n+1 2

  32. ? ft = 1 mile 5280

  33. Total degrees in any polygon 180(n-2)

  34. Formula to chance Fahrenheit to Celsius 5 C = (F – 32) – 9

  35. Formula for: nth pentagonal number: n(3n-1) 2

  36. ? pecks = 1 bushel 4

  37. Area of any polygon Tan( )(4n) p2 180 n

  38. Total degrees in a circle 360°

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