Rajiv Gandhi Proudyogiki Vishwavidyalaya 2009 Diploma in Hospital Management Engineering Drawing(CME-202) - Question Paper

(h) 45

(c)    <*r

(d)    120

frflUrefol MWI f 4N =*!    *

<*) Ml (*l 4 V (*0 <r <s) Iif

(ii)    A S cm Innp. line represents u length of 5 mm the K I of the scale will he ;

(a)    100 ; 1

(b)    1 : HM)

(c)    10 ; I

(ii) I : 1

5 t=Ni Vst, 3 foft. -rwMt J jtw -fr-fa-T Ktm :

(30 100 ; 1 (*) 1 : 1(H)

PH) 10 : 1 (?) 1:1

(iii)    Which of the following is he conic;; section

(a) Cycloid

(h) involute

(c)    Spiral    4

(d)    1 Uipse

foHMfof*    TR | ?

(M)

(*) &tr*jZ    ?

(*T) vmvrn (O rtfam

(iv)    A (>oim is 3 cm below H. R and 2 cm in front of V 1* l! is in which quadrant ?

(a) I irst    ₍

       i 5>vrfw *

2     (ii f? f? .fvihrf ifpn }

(3?)

(*> fjRfo (W >

(v) The curve traced out hv a point on the circumference of a circle which rolls on a straight line is known xs :

(a) Ellipse {b) Cycloid

(c)    Involute

(d)    Epicycloid

3R tfH cf?f fuift iM ?^: il V    t % fH 71

fHR <51    THT?fT *

I.W) uf^T-fl (51)

<1* fzfi&g (O

2 <a) Draw the conventional symmil f the toMowiny :    

<ij Class (ii) Hell (til > Lrinai Mall

(iv)    Water meiei

(v)    (iatc valve

(vi)    < Vilni# Ian

MP1S 2008 0234 3    ^{p T 0}

fiTMfaftM * M f**

(0

(ii)

(iii)    *?r*r

(iv)

(v)

<vi) Wf * W (hi Write the following words in single stroke vc/iitj) capita letter* of 14 mm height 6 INDIAN STANDARD

farfr >!* 14 Mt    W

Wfcw *Tf a fafoarc.

INDIAN STANDARD tc) Draw involute of a pentagon of 40 nui$

Side

6

<HK 40 Mt 41 % *1 pfse i y 1a> OmMruet 4 vernier #calc ol R. F * to

read ccrnimeter and lom enough to me.iMire up to 5 metres. Show a length of

2 2H m on it.    9

0+ jfttfi m ran fsnwj fv=i t

wt fcnm    <f* *f<n

* IM<I rfl I 1W* 228 to itf ?WI< *7T*fT*

(t) I tii* major axis of an ellipse is 140 tnitt long ttfuJ mmoi <*** i VO mm Jong Drw eltipxe hy ' concentric circle" method.    V

MP/$/200fl/0234 4

f    I

.u/

Draw an Isometric view of a cylinder of 80 mm dia and 50 run in height, when its axis is horizontal.    

so 50 fWt. km wwflHra flRivn; swfa otsi 3? 4foa iww *1*

(b) A hexagonal lamina ot 15 mm side has one of its coVner in the H. P Its plane is inclined at an angle of 45 to Ii P. and pcfpcmlicular to V. P. Draw its projections.

9

MflRI k 15 Ml I ! fWB -     it ftnr r Afinr aw $

45    * m *wta    

Ft* w? aflfatr^!

5 (a) A line AB, 50 mm long has its end A in hotfi the H P. and the* V P It is inclined at Mf n> the 11 P. and 45ⁿ to the V. P Draw ts projections.    *4

So Mt \m \8 ** fim -a $f?r* im

& .*WW !f5f St-ff # f #T4 TO

a#? s-vrivi -m n 45^u    I: pi*

<b A pentagonal prism, side of base M) mm and **u 60 mm fong is resting on **n edge ot its hast- in the ground with its axi> MPC/6'2000/0234 5    or n

inclined ai W to I! P and parallel to V. fc Draw its projection*.    *

tr*    M fsm *nm & *o fat

*? 60 Mr sfwft #>, mk ww & r*

t qn aw &ff* vr 9i &1 mm I m 3ilfw W * TTOTIW $ I $m *t i

6. A cone of base dia. 40 mm and height 65 mm is kept on II. P. with its axis perpendicular to

H. P and parallel to V. P. It is cut by cuuiog plane at an angle of 3(f to H P and perpendicular to V. P The cutting plane passes through mid point of the axis. Draw elevation, sectional plan, true shape and develop the lateral surface of the cone.    18

(r*. ft f&v* jrw 40 fa*n. <wi 3?ai? t>5 fa*t k <w m 7W i , m w w

I nm vta ih *. nvrrcra i J⁷ up* ws ** ra to *. ft f* Afti m* Mt t to wwn w *> mu % w ftp; s ⁷ptrm $ f    %w. qft'dfcv *H    asm

virrJ w $R fafcrn ntn*.

7 (a) Uravk the projections of the following points on the same reference line, keeping the projectors 20 mm apart :    *>

(i)    *A in the II P and 20 mm behind V P

(ii)    B M\ nun above II. P .mil nmi mfront of V, P

(iti) t" HO nnn tvUw ihc H P urnt 40 mm behind V P

MPE S/2009/0234 6