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GDB # 2 Dated: Jun 24, 16
f(x) = {x^3} - 5{x^2} + 3x + 1,
  1. Find its first order derivative. 
  2. Find its critical points in the interval [0,1].  
  3. Find its functional values at critical points and at end points of the interval [0,1].
  4. Determine whether its absolute maximum and absolute minimum values occur at critical points or at the end points of the interval [0,1].

 Note:

  • If you successfully able to calculate the first order derivative then you deserve to be 25% marks.
  • If you successfully able to find the critical points then you deserve to be 50% marks.
  • If you further succeeded to calculate the functional values at mentioned points then you deserve to be 75% marks.
  • Finally if you are able to answer the option “d” then you deserve to be 100% marks.

Its submission time is 30th June 2016 to 4th July 2016.


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Replies to This Discussion

iska 4th part ye hoga k aik absolute maxima critical point pr occur krta ha or absolute minima end point jo ha interval ka 1 us pr occur krta ha 

sahih...

smjh aa gayee hai ab theek tarhan

thank you so much :))

koi ise math type mein solve kr k de skta hai complete solution.

welcome

thanks bakhtawar...mujhy bs ye 3 ka hi doubt tha 

welcome :)

symbols sy b or cntrl + H sy b power le skty hn 

Mth101 GDB -02 Last Date 04-07-2016

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koi help krde when i post solution after using math type session out hojata account..3 dafa meri mehnat zaya hogye

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