Download SEMESTER-2 ALL SUBJECT QUESTION PAPER UIET KANPUR and more Exams Engineering in PDF only on Docsity!
UNIVERSITY INSTITUTE OF ENGINEERING AND TECHNOLOGY
KANPUR
Department of Mechanical Engineering
Subject Name: Engineering DRAWING
Subject code: TCA
Roll no.... Time: 1:00 hr Marks: 15
Q.I -A line PQ inclined to HP and VP end P 10 mm above the HP and 25 front of VP and end Q 50 mm above
the HP, front view inclined 48° and top view measures 60 mm. Draw the projection. [5]
Q.2-The left profile 'iew ofa li ne CD 70 mm long line 25 mm above the XY line, end C 20 mm front of VP
and inclined to HP 35°. Draw the projection. [5}
Q.3- A line PQ 70 mm lon g, parallel to PP and measures 55 mm. End P 10 mm above the HP and 20 mm
front of VP. Draw the projection. [SJ
Quiz
Time :1 : (^00) M.M·
1-A th in hexagonal plate of side 30 mm is touching VP on one of its corners. Draw the projection when
surface makes 45° witt! VP and diagonal through the corner on VP, makes 30 with th ~.
2-A regu lar pentagonal lamina of 20mm side rests on HP on one of its sides such that the plane surface
make an angle 45° with HP. Draw the projection when the side on HP makes an angle of 30° with VP.
UNIVERSITY INSTITUTE OF ENGINEERING AND TECHNOLOGY
KANPUR
MID Semester Eltamlnation (2018) Department of Mechankal Engineering
Subject Name: ENGG. DRAWING
Subject code: TCA. Branch-IT
Ttme: 90 Mins Marks: 30
Q.1- A !inc AB of length 70 mm is inclined at 45° to HP and 30° to th e VP. The mid- point M is 45 mm above HP and
65 rum front of VP. Draw !he projection. [7.5]
Q.2-A line CJJ of length 75 1nm is inclined at 40°to HP and 50° to VP. The end C is on HP and end Don VP. Draw the
projection and find the shortest distance between the line CD and the line of intersection of plane of projection [7.5]
Q.3-Thc line joining VT, 20 mm above xy line.one ~nd of the line A is 25 mm above HP and 15mm in front of VP.The
fro nt vi ew of th e line measures60 mm and make 45° with XY lin e. Draw \he projections of the line. [7.5]
Q.4-AB line length 70 mm and 30 mm above the HP and 20 mm rront of VP, the end A is 30 mm rront of the righl
profilcplanc. Drawlheprojection. [7.5]
I
I
I
I
be
I
~ ~ I
I
f
Time: 90 Mints.
PHY-102 (Physics) -- ECE+IT
Mid-Semester Exam, March -
University Iristitute of .Engineering & Technology
C.S.J.M. Universit)', Kanpur
Max. Marks: 20
Note: (i) Attempt all questious. il#t1rb are s/J111v11 against tile que."liom. (ii) T/Ji.f paper co11taim flVo pages. .41/
part ofthe same Question 111mt be <mswered (If the .H1111e place.
/'I. What are coherent and incoherent waves? (0^.^ S+0^.^ 5)
,,,).. Derive interference due to transmitted light and ,vhat is the cond ition for maximum and min imum
intensities.
,/'f. Find amplitude and path difference from analytical treatment of interference.
4. Derive and get diameter of bright and dark rings in 1'.ewton' s ring.
[ 1.5)
[ I.SJ
~ - Derive and find oblique ellipse when superposition of two planes polarized wav~s having perpendicular
vibrations and show four spec ial cases also. (3]
~ - What is negative uniaxial and positive unixial crystal. show figure also.
/ Derive and prove the resultant intensity froi11 single sl it fraunhoffer diffraction.
[I+ I I
Pl
~"'-.. \ ''. ti I. t· t I 'l r · 'ti"• [-, ·, V · ,1at 1s 1e reso v 111 g pov.er ll .. e es..:vp•:. .-,nl, ;, _, , - ,
9. In Newton ' s rings experiment. it was found thcll th e n'" dark ring due to wavelength 6000A
O
coincided with
(n+ I )
111
dark ring due to wavelength 5000A v · If radius of curvature of the Plano convex le1os used in 2111.
finq the diameter of 11
1
" dark ring of wavelength 5000A". ~t,> (} .5)
ll slit of width ·'a" is illum inated bv white li!.!.ht. For whm value of "a" wil :
!~II at an angle 30"? Wc1velength of-red light~~ 650uA". ~ &4, ~ 1
!irst minimum for red light
[ 1.5)
11. The thickness ofa calcite plate to produce light is 8.56 • io·· 111. The princ ipal refractivt: inde" are ~v=l.6S
and μ~= 1.486 at the wavelength of light used as 5890A". Cnlculnte the rype :,f retardation plare. ( 1. 5) G)
Best of Luck
{'-11 D~ [ M 1= y _I_ f'-
B tf {'( e). c :r. TJ ~ .... , 1 _ 1 '?
u--r. £. :r. , c ~ .:::i Mu, <~4., _
~ r-
11rn(. CJo ~°'"' k:
L2 X ll =- 11. J
i , l,d,,-,__t C,., " N <'L L,½-u n
1
.I ,H i'<t s :;' w h. cJ :I 1-,., c r ,,i:,,., ""-/ ()-. I c L.ltcm
, ) d ';f
a.pp.ten- cla_'l tk?
!>___. k,ha..~ Jo <lo" L,ll.~t.A~lctv-~f .hc...l MCI\Y'' ~ :~<ie A .-Ap-t c~~u .•--.? lA1¼~ \ -
~C-L~IC..LJo,,.-- .-ipcc..t;-;., '-a_'l'" t\cf bt.... c1.)t;,~e~ -,t~l~ c.._f\ rJ.H " crJ-
ffi V.~ f "-<"t < ..,~,) "'-'"'\ O,""< i::; <l &_ ~ ~ ~f'~; >"-i "' ~< Q"jw ,Q.
.3 i.,-,,J \ ,, cr.:t.·1 ' j_\ 6 ~\ + t .., "VI le v,~ ~ s~ I_ +lQ, I, ,'. ..,.,_Qr 'J
"".' <, p-l Ct'"' 7' __,, \co ""&f \n., "Ii,-,c:l:: ,; J k ,,-,c} \ <; , =---~""'- 1 j. ,, · 3, t " ,.
f' ,M -& ~ ,.,,wr-l "ii- d; ff i,-c-;a:""' -¥-"""- '"'- a >< .'h.L..,- J ..;1, ,,,. ..., t7 .,.. --
~ -n~l &J~ ".
~. Ex.ptC\in ~cx.oc~.(~ c~r;, - ~C,,') J-~ }L0.1~L.j::l~ 1 - ~1..f-
1
w .,...c.cs.c-tl'-~r
~~')c_·~ ~~ ~~~~
~ ~c..CJ~) [3X ~ = 12-J
.1. ~_;,.,,,~W'> ~ ~ ,.\f'YV'l<A<t °f. F -""'""'4"- ~i{t-a-:LGY> J"
~ 1-- /4l; t .......A ~.., <j ""-x <:.\i., '.ht-Qo..'1w1 .A .U.:..,_,,:, .ti,.., t)!-
~ '2, lA C l£MYi V1 ~~ ~Ci An.t \iU a. y-~ -
1 · L4 \ 3...-- ,j .'-..
· ~'l-· 2--£ ~~ · t.1,rr1..
0 ExpJwn
BTT.
@
w4t
~
~e.!>t. ~ - ~SC S-fOJ
Su.bj-e,d: - ~ ~~ cw-rJ._ E~
f?rr-~ - I•T. C F~t ~ SP.L-l>'YJ Sf?/m_J
f'/11 0 SE rYI E'S Tl? I< E' ~fY1 _ ~ of 8
MA)( , iime-, : e,
1,
~ Vo
~.
t-
Vi
~-t----n:
J
... _j_r- -~ (
~ "t
~
?Wt
v()>
~ -
w¾
~ Ii~-·^ N~^ ~^ is~
~
Ae,W/'e
rvlod;_ · J:- x ~ ~ AFF ~-t1oh
~ -
E~ S e--me&:u<, o,,..,~ ,...,_.? _
fYl m - "' o
~C~ovYll){~
Ct:olJl..- E-SC. 5-Jol C F~ ~_:)
5-,~ - j~ T~
~-A
AH~ oJJ._
l.f 'YYI~ •
,;ma.-3:~1-l,
~ ~. ~ ~ ~
~
3)
'™ co/p ~
It, I1----r----..n +
~ ~ th ~~e_M
+-'\I ..I.,
-v
J::.i yir)._ w. Olf
v~
\Ji
I
4-- - 'v
So.lxe fu_ ~-
a.) (,q 3~) ,o - C ~ ~ 3J10 LU>i~ q' ~ ~~
b) Qto101)~-CtcJloe>)-< til->,·~ .i_
1
~ ~ ·
C~ V.
h t>fllD. R~ b(w ~ ote--n ~ At.t
"tr ~ ~.
..____-L_ --+--a B
~ ~ voJw ~ R ~ wiU ~ ~
- ~~ ~ ~ w«v.J: , l.w) Cent,rl.lQ HiP- VD.,U.,U ~
rv1~ 'P cYt,v-lj(,
IOJL
+
I~{) V
Se.cturr, B ·- A-tt0-m.fo-t vtlJ HtD. ~~ E~ CL;V-v>.u.J,- lf Man.~
G) EX ~ b ~ ±,h~ .s--tzv-.c -- ~ T Jc.M\fl~ 'lha.tA.'lV}
UNIVERSITY INSTITUTE OF ENGINEERING & TECHNOLOGY
C.S.J.M. UNIVERSITY, KANPUR
End-Sems. Exam. 2018
CHEMISTRY: (CHM-S101)-IT
Time: 03 hrs.
Max-Marks: 40
Ques.1.
Ques.2.
Ques.3.
Ques.4. ·
Ques.5.
Ques.6.
Ques.7. ~
Ques.8.,
Ques.9.
Ques.10.
SECTION-A
Note: Attempt all questions. Each question contains two marks.
What do you understand by photoelectric effects? Explain.
Discuss four methods to determine the order of reactions.
How can explain the transport number through moving boundary methods?
What do you mean by stereochemistry? Discuss in detail.
Write short notes on NMR spectroscopy.
How can you Differentiate Saytzeff and Bredits rule in respect of elimination
reactions.
Classify ligands from two to six donating sites with examples.
Mention the hybridization of the following:
(a)
(c)
[ Co
111
(NH3)6r
3
[Ni
11
(CN)4r
2
(b)
(d)
[Co
111
(F)6]"
3
[Mn\Br)4]"
2
SECTION-B
Note: Attempt all questions. Each question contains three marks.
Solve the Schrodinger wave equation for the particle moving in a three
dimensional box.
Derive an expression for kinetics of opposing or reversible reaction.
UNIVERSITY INSTITUTE OF ENGINEERING & TECHNOLOGY
C.S.J.M. UNIVERSITY, KANPUR
Mid-Sems. Exam. 2018
CHEMISTRY: (CHM-S101)- IT
Time: 01 & 1/2 hrs. Max-Marks: 20
Ques.l.
Ques.2.
Ques.3.
Ques.4.
Ques.5.
Ques.6.
Ques.7.
Ques.8.
SECTION-A
Note: Attempt all questions. Each question contains two marks.
What do you understand by Addition reaction? Give an example with
mechanism.
Define Isomerism? How can you classify different type of isomerism?
Explain the Photo-electric effects. Mention the different postulates of this
effect.
Discuss the fonnation, structure & properties/stability of carbonium ion.
SECTION-B
Note: Attempt all questions. Each question contains three marks.
Solve the Schrodinger wave equation for the particle moving in a one
dimensional box.
Write the reaction & mechanism of Beta - elimination reaction.
Explain optical isomerism with suitable examples.
How can you differentiate Inductive & Mesomeric effects?
/~ Jf Gu e/2_ h 0"' tm.Ji Cc.: rn r u.J~ li .:n d ( UVlJ\ d ~ _u J Allcoi K,r 3 )
Flnd --{e,. L~Jlace. \mo."" s_jt~)ys Cj.
L[ e_?-1-J 21 cl~J
,= i'fl d ~ k V eJiA e. Tvio.:rv~Jt,Jl m ~ -
L \ [ s1- Jo Q-~ J
d ~+I
r;oJve 6~ *e_ l'Y\e ~od c:J Tv10.rtsjaJl~ 'n /( Lo.pJac e J
u'll 1'(
CJ ( :A) -- <i_ t) 1) + ~ ~(1-) =- ~,n.J ) wien
~ ( c,) -= ~I ( c,) := 'cj'' ( o) = o
Usi, ~ L"?Ja.ce IJ\ah sjcJ1,n, EvaJu,. ./e
a?) J:(
). e l +- 2:J- - - .::11-. + d
5
) ii( f-2) dj-
o
LeJ- T ~ V ~ w' Le. -+to Ji"n. eWI ~ppin3 dej1,e ci bd
-rC><-1 ,
-z.,.:t) = ()'(-,!)+ L +:JI y(_ :1:z..-:J:- J )'(+ ~,J-5-z.-H)
r-,n d C<.. be,(p i,J D..11 d ~ d 1m e Mio~ cj.
C. ) Xml\ 3 e c.j 1 ~J ~eJ1n eJ ej T
~o}ve. +es, :JoJf"w'~i:) dijjeJ1e_n-/iJ ftuC\A(,h,
-+a._,
(i_ +-~) cir-- ,--- (><- Q_- " ~ ) cJ 2)- = 0
c;t),.Pv e_ -tu, j,.d• w I"~ c/i h VI ~ h -t,; oJ f-9_ l( Cl. --Ii • ~ '
i
~ c1 I" - )'I._ Jer +- 1:, < ,/- e. x d ;,{ = o
U?Uv~(J :L~ 1 g'e}<f?'Je~'cJvTec-h
C,S. ~- /'1 U?tiv~ /<o..npiVL.-
5£<.b -> .J-1JhemJ-,'ch - « --nJ.
CoJe., fr1TJ.I- 5 /0~
~ ;r. T/c11£ {J3· ,ech - .L ..J- &J
-r J~e :- 1 ;3o-k
Ttlld J1~ - 30
N~ ,' .Aft~ ~ μ,e_ cyueJi~-
~-1 j_e:f
T: R
3
~ R
3
k ~ ~-~ T.:na~~o/-it:m.
J4'"eJ {j -
T{JlJ~J :) = C)L-t~ -z J Q+-Z .J ')L -rJ -~ z J
FlrJJ a. .Jxv;,u a11J -the- μ·?11e'Yl-O~?J to)
oJ The Irm
e- c,J T {~anllrD
h) 1ne.. kex-,,d tJ.I TLNJJ_i.,~
Q.ueb-ix J..J A=[ 4! -u
~ 5 -~
.L :l .2.
o..) Fi-rJJ ,J,l· ~ vaJ.J,.o., a;} A,
.bj fJ.,,,J {J. -ma.x.i"'1U.7'1 -&J- '.s' <,) k~ I~ ~i A.
£J J:& A J.i rJtmt!li;yNe,? AJ Yu., Fi'¥/ J P .J,ud, u,J P -:,i p = 1) ,
Qutb- FJ.rJJ Jk_ /[/;(~ ~
JI,~ --mabu·t<
A.::-
~
-,;( (^) 0 (
4
-~ 0 dl.
l
-
j -J_
(^1) ~
JieJud'?J
J
~ (^) 'lJ<YCmal
ju=m,
