Differential Equations/Abe Mantell

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All Reviews from Users

    Column Headings:

      K = Knowledgeability    C = Clarity of Response    T = Timeliness    P = Politeness
      N = Nominated for Expert of the Month

DateUserKCTPNComments
2009-07-26Grisel10101010YesThanks!! that was very helpful
2009-07-11Warm10101010YesThanks
2009-01-14Dan10101010No 
2008-07-23Ambika10101010NoThanks for your answer.
2008-07-10Cheryl10101010No I feel dumb. For some reason I forgot to exponentiate. The course is a post-graduate Modeling class. Thanks, Abe.
2008-05-25alok_talk910109Nothanks a lot u have been great help
2008-01-16anthony10101010NoThanks for the help if its any in trest to you i came up with x^3dy/dx 2x^2y=5 p(x)=x^2 x^2*y=5x^2 x^2*y=5/3x^3 c y=5/3x^3-x^2 c y=5/3x 10/3x^-2 c=10/3 But i now see where i went wrong thanks
2008-01-11lauren10101010No 
2007-12-26bill davidson10101010YesAbe, Sorry about my last message. All is now clear. Again many thanks
2007-06-02ahmed781010Yes 
2007-01-12Seth10101010YesAbe is awesome I would go to him for any problem I needed to solve
2006-12-31Roger10101010Nothanks; DNE-DOES NOT EXIST
2006-05-28Greg10101010YesThank you for your help.
2006-01-05Ray10101010YesAbe thanks you put me on the right track. I think the set problem has been set out incorrectly (maybe unsolvable).It was one of 3 probs given ,sorted the other 2 but could not solve this one. Thanks Ray(UK)
2005-09-06 10101010NoDear Mr. Mantell, I had done the integrals correctly. However, I didn't multiply top and bottom of one of the integrands by -1/-1 which allowed one to proceed with simplification. You did give me confidence that the answer was correct! Thanks again. jd
2005-06-03eliza10101010Yes 
2005-06-02Todd10101010Yes 
2005-05-27Grant Siddle10101010NoThank you. Thank you. Thank you.
2005-01-23Jim Driggers10101010Nothanks
2005-01-21amy10101010YesThanks! That's exactly what I needed! If it ends up published, you will certainly receive a thank you in the acknowledgements! :)
2005-01-19saber10101010NoThank you for your answer.
2005-01-15nida10101010YesThank you so much, you are very helpful! :)
2004-07-20emma7101010Noconcerning "growth and decay", I set up an excel spreadsheet to solve the same problem and found it takes between 41 and 42 months to reach 10000 rabbits. Where did I go wrong? EXCEL 10*1.2+2-3 replicate this for the number of months.
2004-02-08Nandita10101010NoHi.I research about "application differential equations in civil engineering".But i can not find enough source about this.Please help me.Thanks.
2004-02-08sugar mitchell10101010NoHelp me.
2004-01-05chasida10101010YesI asked the exact same question of another free tutoring site and was totally misunderstood. The volunteer assumed I wanted her to do my project when all I wanted was a nudge in the right direction. Thank you very much for your help and timeliness.
2003-08-21Mikheil10101010YesU r the best PROF!
2003-08-17roy10101010YesExtremely good volunteer. Thank you Abe.
2003-07-29asif10101010Yesthank you so much! i've been stressing out over this problem all last night and its so nice to wake up and see the answer and not have to worry about it any more.
2003-07-07jeff109810No 

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Abe Mantell

Expertise

Hello, I am a college professor of mathematics and regularly teach all levels from elementary mathematics through differential equations, and would be happy to assist anyone with such questions!

Experience

Over 15 years teaching at the college level.

Organizations
NCTM, NYSMATYC, AMATYC, MAA, NYSUT, AFT.

Education/Credentials
B.S. in Mathematics from Rensselaer Polytechnic Institute
M.S. (and A.B.D.) in Applied Mathematics from SUNY @ Stony Brook

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