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The Vitruvian Man
The Binomial Theorem
The Game of Poker




                       Vitruvian Genesis by flickr user karlequin
Expand and simplify ...


          a+b
Find a pattern, add two more rows to the triangle ...

                                    1
                                1       1
                            1       2       1
                        1       3       3       1
                    1       4       6       4       1
Evaluate each term ...
                                    n!
                         nC r =
                                  (n-r)!r!
Pascal's Triangle
   How many different patterns can you find in the triangle?
Pascal's Triangle
   How many different patterns can you find in the triangle?
Pascal's Triangle
   Can you find the Hockey Stick pattern?
Pascal's Triangle
   How many different patterns can you find in the triangle?

 1, 1, 2, 3, 5, 8, ....
Fibonacci numbers
Can you find them?
Bees




       Bees in hive by flickr user net_efekt
Trees
Plants & Flowers




          Bees and Sunflower by flickr user philcalvert
The Golden Ratio              1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, ...
(one quot;hquot; of a lot cooler than π)
                                       http://goldennumber.net/
The Rule Of Thirds
    http://www.morguefile.com/docs/Jodie_Coston:_Lesson_1
The Binomial Theorem ...
   Algebraically




   Combinatorically




    Notice the patterns ...
(1) The coefficient of the term is:
(2) The exponent on a is given by: [n - (i - 1)]
(3) The exponent on b is given by: i - 1
(4) This relation holds for each term in the expansion:
                                             [exponent on a] + [exponent on b] = n
(5) The number of terms in any binomial expansion is: n + 1
Tomorrow we'll have
a workshop class
and we'll talk a little
bit about poker.
Wednesday will be a
pre-test, and the test
will be on Thursday.

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Pre-Cal 40S May 11, 2009

  • 1. The Vitruvian Man The Binomial Theorem The Game of Poker Vitruvian Genesis by flickr user karlequin
  • 3. Find a pattern, add two more rows to the triangle ... 1 1 1 1 2 1 1 3 3 1 1 4 6 4 1
  • 4. Evaluate each term ... n! nC r = (n-r)!r!
  • 5. Pascal's Triangle How many different patterns can you find in the triangle?
  • 6. Pascal's Triangle How many different patterns can you find in the triangle?
  • 7. Pascal's Triangle Can you find the Hockey Stick pattern?
  • 8. Pascal's Triangle How many different patterns can you find in the triangle? 1, 1, 2, 3, 5, 8, .... Fibonacci numbers Can you find them?
  • 9.
  • 10. Bees Bees in hive by flickr user net_efekt
  • 11. Trees
  • 12. Plants & Flowers Bees and Sunflower by flickr user philcalvert
  • 13. The Golden Ratio 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, ... (one quot;hquot; of a lot cooler than π) http://goldennumber.net/
  • 14. The Rule Of Thirds http://www.morguefile.com/docs/Jodie_Coston:_Lesson_1
  • 15. The Binomial Theorem ... Algebraically Combinatorically Notice the patterns ... (1) The coefficient of the term is: (2) The exponent on a is given by: [n - (i - 1)] (3) The exponent on b is given by: i - 1 (4) This relation holds for each term in the expansion: [exponent on a] + [exponent on b] = n (5) The number of terms in any binomial expansion is: n + 1
  • 16. Tomorrow we'll have a workshop class and we'll talk a little bit about poker. Wednesday will be a pre-test, and the test will be on Thursday.