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 Fractals in nature
Find the value(s) of r in   .
In the geometric sequence, if   = 3 and r = 2 , find   .
If the first term of a geometric progression is   and the common ratio is -3,
find the next three terms.
Determine the common ratio for the geometric sequence:




                                                r
The Story of Young Gauss ...




   Photo Source: Karl Gauss (1777–1855)




                                to be continued ...

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Pre-Cal 40S Slides January 17, 2008