Let us analyze applied mathematics

Paper A
The paper is composed of three main parts:
1. vectors
2. statics
3. dynamics

it would be very kind if you go through the past papers, however what I concluded was the following:
1. DYNAMICS section consists of three questions out of which two have to be attempted for forty marks… (keep counting the marks)
2. STATICS and VECTORS share a section; two questions of forty marks come from STATICS
3. STATICS and DYNAMICS questions come from Q.K. GHORI MECHANICS. I have checked the past papers and not a single question from statics and dynamics has come from anywhere but Q.K. Ghori’s.
4. Q.K. GHORI MECHANICS contains fourteen chapters, out of which ten chapters are part of the syllabus. Or in layman mathematics you prepare eighty marks of paper A by just preparing ten exercises.

Let us skip the vector part and jump to paper b

Paper B
this paper consists three sections:
1. Differential equations; forty marks
2. tensors; twenty marks
3. numerical analysis; forty marks

my strategy for paper b is the following
1. numerical analysis first as I found that easier, and I found a lot of useful videos on youtube for that ( 120 marks covered, if you did not forget to count)
2. differential equations later, which can be prepared from any book of your choice on differential equations

by now theoretically you have gone through 160 marks of applied math.

Now let us go through the leftovers. And that has only one answer: VECTOR AND TENSOR ANALYSIS BY NAWAZISH ALI SHAH

The vector part is easier and it is prepared even if you only prepare vector products and del operator functions.
And frankly I do not have any idea for tensors
To summarize:
1. DYNAMICS: SIX EXERCISES; SIX DAYS
2. STATICS: FOUR EXERCISES, FOUR DAYS
3. NUMERICAL ANALYSIS: ONE WEEK
4. DIFFERENTIAL EQUATIONS (FOR ME TWO WEEKS)
5. AND REST IS ALL BONUS FOR ME

AND YOU DO NOT NEED TO WASTE RESOURCES ON AN INSTRUCTOR. GET THE KEY OR NOTES FROM SOMEWHER AND ZINDABAD. MAY ALLAH HELP US ALL

Thank u bro.Please tell me the complete name of book and place from where I can get layman mathematics. Also, which 4 chapters of Q.K's book are not included.

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Do not Pray for easy life, pray to be stronger man, do not pray for tasks equal to your power, pray for power equal to your tasks

i am sorry that you got me wrong... i meant layman mathematics implies "layman language"... ok now chapters 1, 6, 11 and 13 are not included. for the rest fet a solution manual or you can get notes from somewhere... i am in abbotabad and i got my notes from peshawar university but there is a solution manual available somewhere in lahore but i havent yet been able to get it... good luck

thanx bro I m in lhr, from Scholar Photocopy Shop, Muslim Town, you can buy manual.

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Do not Pray for easy life, pray to be stronger man, do not pray for tasks equal to your power, pray for power equal to your tasks

Great crux buddy.....i had just started my prep with App. Maths...done with Numerical Analysis and Ordinary D.E.
just borrowed book of Ghori From Punjab public Library.I was bit worried about the manual but thanks to Mr. Jawad, now i even know how to find it too. Best of luck Guys...

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Tainu Kafar Kafar aanday,,,,tou aho aho aakh (Bullhay Shah)

WHat does those notes contain JAWWAD? i mean do we really need to have those if we are having QK Ghori, Nawazish Ali Shah and rest of the books?

And secondly i live in Lahore and am opting for A.Maths too, if you contact for some sort of fort night discussion or something on Maths that would be appreciated as i still am bit confused because a friend of mine have left A.Maths after going through it for more than 1 month.

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Man proposes God disposes

"Types of integrals of partial differential equations" what we are supposed to do under this topic? is it about fourier transform? or what else?

i think it is just "types of PDEs"

Actually i saw questions about fourier integrals in one of the past papers and then there was a question in another paper about integral curve...if we perceive this topic in such dimension its gonna be too lengthy.
Sir would you please suggest any good book for heat and wave equation. i have book of Nawazish ali shah but that book contains a lot of material about heat and wave equation like heat and wave equation in infinite bar, in infinite string, in finite bar, in semi finite bar and a lot of such material....so the point is too much cases just make me bewildered....therefore i want your guidance about this.

i think the integral curve question is to be solved using the langrange's method and the Fourier integral problem can be solved using seperation of variables, applying the boundary conditions and then expressing the coefficients in terms of Fourier sine or cosine's....