Applied Math 40S June 3, 2008

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    Applied Math 40S June 3, 2008 - Presentation Transcript

    1. Sequences are everywhere ... Photo source: Stone throw sequence
    2. 3, 6, 12, 24, , ,
    3. Geometric sequences on the calculator ...
    4. Geometic Sequence: (i) Recursive Definition: An ordered list of numbers generated by continuously multiplying a value (the common ratio) with a given first term. (ii) Implicit Definition: An ordered list of numbers where each number in the list is generated by an exponential equation. Common Ratio (r): (i) The number that is repeatedly multiplied to successive terms in a geometic sequence. (ii) From the implicit definition, r is the base of the exponential function.
    5. To Find The Common Ratio r is the common ratio tn is an arbitrary term in the sequence t(n - 1) is the term immediately before tn in the sequence To Find the nth Term In a Geometic Sequence tn is the nth term a is the first term n is the \"rank\" of the nth term in the sequence r is the common ratio
    6. Once we know the pattern of a sequence, we can find any term of the sequence. Use your calculator to check your answers. Find the 110th term of: 5, 8, 11, 14, ... U(110)= 332 Find the 21st term of: 3, 6, 12, 24, ...
    7. Find the 27th term of: 1, 1, 2, 3, 5, 8, ...
    8. Which term in the sequence: 2, 5, 11, 23, 47, ... is 1535? HOMEWORK
    9. My cat is sick. His name is Little John and he has a cold. The vet has given him some medicine. Each day he gets a pill with 35 mg of medicine. His body eliminates 25% of the medicine each day and then he gets another pill. HOMEWORK (a) How much medicine will be in his body in 5 days? (b) Will the amount of medicine in his body stabilize? How many days will it take and how much medicine will be in his body?

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    Working with sequences on the graphing calculator.

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