MTH623, MTH631, MTH632, MTH633, MTH634, MTH641, MTH642, MTH643, MTH644, MTH645 - Midterm Current Papers Fall 2023 -)
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Paper Review #1 - MTH623
MTH623 was described as entirely conceptual, with no content from handouts. A long question involved explaining components of contravariant indices, and a slide-based question required drawing values from a table related to polar and rectangular coordinates.
Paper Review #2 - MTH623
Mcqs mostly from hand-outs and quiz
files
Short questions
Covariant vector
Contravariant vector question
Characteristics of karonecker delta
symbol
Long questions
Polar coordinates question
Gradient question
Equation question tha aik same part
like derivative or gradient finda krna tha
Paper Review #3 - MTH623
short question,
1: valid invalid expressions btany
thy,
2:term Dee hui thi uski 3
contractions likhni thi
long me ek cylindrical coordinate me
position vectors find krny thy, er, or
e(theta) or ez
. mcqs handouts sy thy, files sy bhe
thy kch, formula Jo hai r find krny ka wo mcqs me tha, same theta find krny ka
formula tha, free dummy indices thy
Paper Review #1 - MTH631
MTH631 featured objective questions primarily based on past files, with short questions related to the Weierstrass M test, finding the limit of an integral, and proving a series of logarithmic functions. Long questions involved proving equations and showing non-uniform convergence in a given interval.
Paper Review #1 - MTH632
MTH632 included questions related to complex numbers, differentiation of a function cubed, finding limits, and converting complex numbers to real numbers. The review mentioned that most MCQs were easy.
Paper Review #2 - MTH632
1) d/dz(f(z)) ^3 f(z) Dia hua tha.
2)Z1 and Z2 ki value dii hui thi z1/z2 find kerna tha
3) limit dii hui thii formula may put kerni thi
4) complex numbers diey thay unka lcm weghara leey ker real number may convert kerna tha.
Ye first 2 question 3 marks walay
Second 2 (5 marks walay)
Mcqs easy thay zaida ter solve kerny
walay theey mcqs
Paper Review #1 - MTH633
MTH633 included conceptual MCQs and short questions requiring the proof of equations, showing non-uniform convergence, and proving a series of functions. Long questions involved proving that a given set is an abelian group and writing elements of the permutation group S3.
Paper Review #2 - MTH633
MCQS
all from handouts
True/false. 6 to 8 question
Short question
1. Write only one subgroup test
2. Show that |aH| =|bH| if G is a group and H is subgroup
3. U4={1,-1,i,-i} group under multiplication, make its cayley's table.
Long question
1. Show that whole number W is not a group under addition.
2.if (R, +) and (R^+, . ) f(x)=e^x show that it is homomorphism for all x,y belongs to R
Paper Review #1 - MTH634
Mcqs mostly from theorem statements
Short ques
Discrete topology
Neighborhood
Why intersection of closed subsets is closed in X
Long questions
Indiscrete topology
Summaira taj assignment question no 2
Union of all sets are closed ? Statement something like this
Paper Review #1 - MTH641
Mein ny handouts kiyay thy is liyay
mjy nhi pta ky files sy mcqs aye k nhi.
Aghr definations or theorems ki
statements ki hun toh mcqs easily ho jaty
1.stateCompletion theorem
2Define Continous mapping
3.Define Isometric mapping
4.prove mapping continous at point
xo
5.R(t) vector space
Paper Review #1 - MTH643
Mcqs all Conceptual thy...
Questions easy thy S khan ki Video
se Concepts smjyein tu easily hojaty hain......
