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Series, Continued Fractions

Series, Continued Fractions. What kinds of series/sequences?. Finite or infinite Arithmetic-know formula for sum Geometric-know formula for sum Recursive (above 2 are) can look for formula Can assume limit exists and then try to find it. Continued Fractions (same type idea).

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Series, Continued Fractions

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  1. Series, Continued Fractions

  2. What kinds of series/sequences? • Finite or infinite • Arithmetic-know formula for sum • Geometric-know formula for sum • Recursive (above 2 are) • can look for formula • Can assume limit exists and then try to find it. • Continued Fractions (same type idea)

  3. ARML 2001 Super Relay • 1

  4. 2001 Super Relay • 2

  5. ARML 2001 • 3

  6. 1998-SR • 4

  7. Again—very easy to finish once you get T, but most work can be done before you receive T.

  8. ARML 1995 • 5

  9. 10202-Sprint 6

  10. 10904 Target 7

  11. 10202-Sprint 8

  12. ARML 1995 • 9

  13. 10202-Sprint 10

  14. 1998-SR • 11

  15. You did not have T in this case, but easy to proceed once you get T.

  16. ARML-1999 • 12

  17. 1999-Super Relay • 13

  18. Key idea done well before knowing T

  19. 10202-Sprint 14

  20. 10202-Large Team 15

  21. 1996 ARML-tiebreaker • 16

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