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Uploaded by $200 May 04, 2014 at 04:58PM EDT
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![13 Limit [sin(x] Cos [1 / x), x → 0] Colors n lice. the pollens move qunu lot [Sin(x) Cos [1/x), (x,-Ps/ 6, Pi /6)] 0.3 02 0.1 -0.4 04 -0.1 -02 -0.3 e[Limit( (x ^ 3-a^3) / (x-a), x→a], {a, o, 4)] , 12, 27, 48) ((x3-0 3) / (x-0), (x 3-1 3) / (x-1), x 3-243) / (x-2), x 3-3 3) / (x-3), 3-4^3) , (x-4)}, {x,-20, 20), PlotStyle→ (Red, Green, Blue, Orange, Purple)] 500 400 uc 300 200 100 tales! -10 y Colors 10 20 for this could be aA 2 ttern in the functions seem to follow the parent function x 2. Whenais zero the is zero but when a is two the resultis 12 showing the emergence of an overal1 pattern. ope you are Printed by Mathematica for Students hehe an](https://i.kym-cdn.com/photos/images/list/000/654/849/985.jpg "Much Graph!")
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Uploaded May 04, 2014 at 04:58PM EDT
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