will not interrupt what you are doing.(a) Term-to term rules and position-to-term rules (both linear and non-linear) (b) Finding the nth term of linear sequences. (c) Finding nth term of an oscillating sequence (e.g. 100th term of 6, 4, 1, 6, 4, 1, 6, ...) with application to last digit of powers (e.g. 3^100)
C MCNICHOLAS *
30th May 2022 Flag Comment
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A Aimes
5th May 2022 Flag Comment
beep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beepbeep beep beep beep beep beep beep beep beep
K Chokphattharaphong
11th Jan 2018 Flag Comment
For question 7 of QQQ how did you get the answer? I am not really sure how to do it.
R Corrigan
17th Jun 2022 Flag Comment
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