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-   -   Guideline for Applied Mathematics (http://www.cssforum.com.pk/css-optional-subjects/group-ii/applied-mathematics/35825-guideline-applied-mathematics.html)

zeenat waris Friday, September 06, 2013 06:03 PM

@ rip
 
A.A i am also an engineer and need guidance regarding my optional subjects ..can u plz share ur email id so i cud contact u and discuss with u in detail

Babar Z Friday, September 06, 2013 07:03 PM

Need Sincere suggestions
 
My books are
(i) Introduction to Mechanics (Only Dynamics) by Q.K.GHORI
(ii) Vector and Tensor Analysis ( Excluding Ch. No. 3 ) By Prof. Dr. Nawazish Ali Shah
(iii) Numerical Analysis by Dr. Amjad Pervez
(iv) Advance Engineering Mathematics by N.P.Bali
Is this material is sufficient or you want to add something in it ?
Please refer if any....

umairjavaid Saturday, September 07, 2013 01:57 AM

salam r.i.p, i have a query regarding applied maths that i am a medical graduate and havnt studied maths since matriculation, although back at school maths was my favorite sub and i am still v.good with numbers,,,i havnt studied maths in fsc because of pre-medical, would that be a problem for me if i took this subject?

Arain007 Saturday, September 07, 2013 09:43 AM

[QUOTE=zeenat waris;645760]A.A i am also an engineer and need guidance regarding my optional subjects ..can [COLOR="Red"]u plz[/COLOR] share [COLOR="red"]ur[/COLOR] email id so i [COLOR="red"]cud [/COLOR]contact [COLOR="red"]u[/COLOR] and discuss with[COLOR="red"] u[/COLOR] in detail[/QUOTE]

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Tehaa5 Tuesday, November 04, 2014 11:16 PM

Aoa wr wb sir r.i.p i need info about applied mathematics how can i contact u?? any email or something??cant find any emai address in ur profile.

Tehaa5 Tuesday, November 04, 2014 11:22 PM

Aoa wr wb sir r.i.p i need info about applied mathematics how can i contact u?? any email or something??cant find any emai address in ur profile.

SabsMoon Saturday, May 02, 2015 04:35 PM

Applied Maths as optional
 
I don't have background of but i want to opt as it was my favorite subject.

What seniors will recommend?

sm mudabbir Tuesday, March 28, 2017 11:54 PM

partial differential
 
can any body help me in solving question Uxx+Uyy=Ut with boundary conditions u(o,y,t)=u(a,y,t)=0 u(x,0,t)=u(x,a,t)=0 and initial condition u(x,y,o)=f(x,y)

Ghanikhan Friday, May 28, 2021 09:12 AM

Brother what's ur email address. Plz rply


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