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Summary - Handwriting notes lab assistant

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Summary of 105 pages for the course Handwriting notes lab assistant at Handwriting notes lab assistant (No)

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,i z .1 ,d ifg;k fojkekoLFkk ls ?kweuk izkjEHk djrk gS (3) 10 (4) 10
rFkk 5 lsd.M i'pkr~ bldk dks.kh; osx 60 iz .7 2
,d d.k 5 jsfM;u@ls ds dks.kh; Roj.k ds izHkko
jsfM;u@ls- gks tkrk gSA rks dqy dks.kh; foLFkkiu esa fojkekoLFkk ls pyuk iz k jEHk djrk gS A
jsfM;u esa gksxk – 2 lsd.M esa blds dks .kh; foLFkkiu dk eku
(1) 60 (2) 80 (3) 100 (4) 150
jsf M;u esa gksxk –
iz .2 ,d oLrq 300 ?kw.kZu izfr feuV ls ?kw.kZu djrh (1) 10 (2) 20
gS] rks 1 sec esa dks.kh; nwjh gksxh ¼jsf M;u esa½ & (3) 20 (4) 50
(1) 5 (2) 5 (3) 10 (4) 10 iz .8 tc dksb Z fi.M fdlh v{k ds lkis{k ?kw.kZu xfr
djrk gS rks mlds lHkh d.kksa ds fy;s leku gksrk gS
iz .3 lkbfdy esa ,d psu nks ifg;ksa ij ?kwerh gSA cM+s
(1) jsf[k; osx (2) dks.kh; osx
rFkk NksVs ifg;s dh f=kT;k,sa Øe'k% 0.5m rFkk (3) jsf[k; Roj.k (4) dks.kh; laosx
0.1m gSA cM+k ifg;k 200 ?kw.kZu xfr fefuV dh iz .9 ,d batu dk ifg;k 4800 pDdj izfr feuV
nj ls ?kw.kZu djrk gS rks NksVs ifg;s ds ?kweus dh yxkrk gS rks ifg;s ds dks.kh; osx dk eku
nj gksxh – jsfM;u@lsd.M esa gksxk &
(1) 1000 rpm (2) 50/3 rpm (1) 4800  (2) 2400 
(3) 200 rmp (4) 40 rpm (3) 160  (4) 80 
iz .10 ,d ia[ kk 50Hz dh vko`fÙk ls ?kwe jgk gks rks
iz .4 ;fn ,d d.k dk fLFkfr lfn'k r = (3 i + 4 j ) mldh dks.kh; pky gksxh -
eh- rFkk bldk dks.kh; osx  = ( j + 2 k ) rad/s

(1) 50 rad/sec (2) 200 rad/sec
gS rks js[kh; osx gksxk&
 100 
(3) 100 rad/sec (4)   rad/sec
(1) –(8 i –6 j + 3 k ) (2) (3 i + 6 j + 8 k )   

(3) –(3 i + 6 j + 6 k ) (4) (6 i + 8 j + 3 k )
iz .11 ,d d.k 10 lseh- f=kT;k ds iFk ij 1 sec esa
1 lseh- nwj h r; djrk gS rks mldh dks.kh; pky
iz .5 ,d dkj 72 fdeh@?k.Vs dh pky ls xfr dj jgh
gksxh&
gSA ifg;s dk O;kl 50cm gS ;fn czsd yxkus ij (1) 10º/sec (2) 10 rad/sec
ifg;k 20 ?kw.kZu djds fojkekoLFkk esa vkrk gS rks (3) 0.1 rad/sec (4) 1 rad/sec
dkj esa dks.kh; eanu gksxk &
iz .12 m1 o m2 nzO;eku ds nks d.k Øe'k% r1 o r2
(1) 25.5 rad/s2
f=kT;k ds iFk esa ,d pDdj leku le; esa iwjk
(2) 0.25 rad/s2 djrs gSa rks mudh dks.kh; pky dk vuqikr gksxk&
(3) 2.55 rad/s2 (1) m 1r12 : m 2r22 (2) r1 : r2
(4) 0 (3) r2 : r1 (4) 1 : 1
iz .6 ,d d.k ,d oLrq esa fLFkr gS rFkk 6 jsfM;u@ls2
iz .13 tc ,d nzO;eku fdlh ,d v{k ds lkis{k ?kw.kZu
dks.kh; Roj.k rFkk 2 2 jsfM;u@ls ds dks.kh;
xfr dj jgk gS rks mlds dks.kh; osx dh fn'kk
osx ls xfr dj jgk gSA ;fn o`Rrkdkj iFk dh
gksxh &
f=kT;k 1ehVj gS rks bldk dqy Roj.k eh@ls2 esa
(1) f=kT;k dh rjQ
gksxk –
(2) d{k ls Li'kZ js[kk dh rjQ
(1) 1 (2) 100
(3) ?kw.kZu ry ls 45º ds dks.k ij

, (4) ?kw.kZu v{k dh fn'kk esa (3) R4 (4) R5
iz .14 n`<+ fiaM esa ,d d.k 6 feuV esa 60º ls ?kwe iz .21 fdlh oLrq dk tM+Ro vk?kw.kZ fuHkZj ugha djrk gS &
tkos rks mldk dks.kh; osx gS& (1) nzO;eku ij (2) dks.kh; osx ij
(1) 1/6 rad/sec (3) d.kksa ds forj.k ij (4) ?kw.kZ u v{k ij
(2) 3.14/18 rad/sec
iz .22 NaCl v.kq dk] ftldh ca/k yEckbZ r gS mldh v{k
(3) 3.14/180 x 6 rad/sec
ds yEocr rFkk nzO;eku dssUnz ls xqtj jgh v{k
(4) ;g fHkUu&fHkUu d.kksa ds fy, fHkUu gksxkA
ds fxnZ tM+Ro vk?kw.kZ gS-
iz .15 o`Ùkh; iFk ij xfr'khy d.k ds jsf[kd Roj.k dk mNa  m Cl
(1) (m Na + m Cl)r2 (2) m  m r2
ifjek.k dks.kh; Roj.k ds ifjek.k ds leku gS rks Na Cl
o`Ùk dk O;kl ehVj esa gksxk& mNa  m Cl mNa  m Cl
(3) m  m r2 (4) m  m r2
(1) 1 (2)  Na Cl Na Cl
(3) 2 (4) 2 iz .23 ,d /kkfRod fMLd dks fi?kykdj Bksl xksys ds :i
iz .16 fdlh fi.M dk tM+Ro vk?kw.kZ fuHkZj djrk gS & esa yk;k tkrk gSA dsUnz ls xqtjus okyh v{k ds
(1) dso y nz O;eku ij lkis{k tM+Ro vk?kw.kZ -
(2) dso y dks.kh; osx ij (1) ?kVsxk
(3) dso y d.kksa ds forj.k ij (2) c<+sxk
(4) nzO;eku rFkk ?kw.kZu v{k ds lkis{k nz O;eku (3) vifjofrZ r jgsxk
forj.k ij (4) dqN dgk ugha tk ldrk
iz .17 i`Foh ds mRrjh /kqzo ij cQZ fi?kys ls i`Foh dk iz .24 fuEu esa ls dkSu lh HkkSfrd jkf'k fn'kkghu gS
pØ.kh xfr esa tM+Ro vk?kw.kZ & (1) lao sx dk vk?kw.kZ (2) cy dk vk?kw.kZ
(1) c<+sxk (3) vkos'k dk vk?kw.kZ (4) tM+Ro dk vk?kw.kZ
(2) ?kVsxk iz .25 fdlh pdrh dk mlds O;kl ds fxnZ tM+Ro vk?kw.kZ
(3) vifjofrZ r jgsxk 2 bdkbZ gSA mlds fdukjs ls xq tjrh gq bZ rFkk
(4) le; ij fuHkZ j gksxk mlds ry ds lekarj v{k ds fxnZ mldk tM+Ro
iz .18 ,dleku nzO;eku o f=kT;k ds nks xksys ,d nwljs vk?kw.kZ gS &
dks Li'kZ dj jgs gSa ;fn ,d xksys dk mlds O;kl (1) 4 bdkbZ (2) 6 bdkbZ
ds lkis{k tM+Ro vk?kw.kZ I gks rks muds mHk;fu"B (3) 8 bdkbZ (4) 10 bdkbZ
fcUnq ij Li'kZ js[kk ds lkis{k tM+Ro vk?kw.kZ gksxk-
(1) 3I (2) 7I iz .26 leku nzO;eku ds Bksl o [kks[kys xksyksa dk muds
(3) 4I (4) 5I O;kl ds fxnZ tM+Ro vk?kw.kZ leku gSA mudh
iz .19 M nzO;eku, R f=kT;k o L yEckbZ dh [kks[kyh f=kT;kvksa dk vuqikr gS -
csyukdkj oLrq dk mldh T;kfefr v{k ds lkis{k (1) (5)1/2 : (3)1/2 (2) (3)1/2 : (5)1/2
tM+Ro vk?kw.kZ gksxk& (3) 3 : 2 (4) 2 : 3
1 iz .27 LFkkukUrj.k xfr esa nzO;eku dk tks egRo gS ogh
(1) MR2 (2) MR2
2 egRo ?kw.kZu xfr esa gS -
 R2 L2  ML2 (1) tM+Ro vk?kw.kZ dk (2) dks.kh; lao sx dk
(3) M  4  12  (4)
  12 (3) cy vk?kw.kZ dk (4) dks.kh; Roj.k dk
iz .20 fdlh f=kT;k R ds xksys dk mlds dsUnz ds xqtjus iz .28 ,d 4kg fdxzke nzO;eku dk iRFkj 1m f=kT;k ds
okys v{k ds lkis{k tM+Ro vk?kw.kZ dk eku {kSfrt o`Rr esa 2 pDdj@lsd.M ls ?kw.kZu dj jgk
vuqØekuqikrh gS- gSA ?kw.kZu v{k ds lkis{k iRFkj dk tM+Ro vk?kw.kZ
(1) R2 (2) R3 gksxk &
(1) 64 kg × m 2 (2) 4 kg x m 2

, (3) 16 kg × m 2 (4) 1 kg × m 2 (4) trFkk r ds okLrfod eku ij fuHkZj
iz .29 4 d.k ftuesa izR;sd dk nzO;eku 2 xzke gS funsZ'kkad iz .34 2 ehVj f=kT;k ,oa 200fdxzk- nzO;eku okyh pdrh
fcUnq (3, 2, 0), (1, –1, 0), (0, 0, 0) rFkk ij 100U;wVu ehVj dk cy&vk?kw.kZ dk;Zjr gSA
(–1, 1, 0) ij O;ofLFkr gSA Z-v{k ds lkis{k bu mldk dks.kh; Roj.k gksxk &
d.kksa dk tM+Ro vk?kw.kZ gksxk & (1) 1 rad/sec2 (2) 0.25 rad/sec2
(1) 8 bdkbZ (2) 16 bdkbZ (3) 0.5 rad/sec2. (4) 2 rad/sec2.
(3) 43 bdkbZ (4) 34 bdkbZ iz .35 tM+Ro vk?kw.kZ rFkk dks.kh; Roj.k ds xq.kuQy dh
jkf'k gksrh gS -
iz .30 nks pdfr;k¡ ftuds nzO;eku rFkk eksVkb;k¡ leku (1) cy
gSA buds ?kuRoksa dk vuqikr 1 rFkk 2 gSA dsUnzh;
(2) cy vk?kw.kZ
v{k ds lkis{k buds tM+Ro vk?kw.kZ dk vuqikr gksxk –
(3) dks.kh; laosx
(1) 1 : 2 (2) 12 : 1
(3) 1 : 12 (4) 2 : 1 (4) ?kw.kZu xfrt ÅtkZ

iz .31 rhu oy; ftuds nzO;eku P rFkk f=kT;k,sa Q gS iz .36 2.5 fdxz k eh 2tM+R o vk?kw.kZ okys fi.M esa
fp=kkuqlkj O;ofLFkr gSA YY’ v{k ds lkis{k bu 18rad/sec2 dk dks.kh; Roj.k mRiUu djus ds
oy;ksa dk tM+Ro vk?kw.kZ gksxk – fy, vko';d cy vk?kw.kZ gksxk
7 Y (1) 4.5 U;wVu&ehVj
(1) PQ2 1 2
2 (2) 45 U;wVu&ehVj
Q Q
2 (3) 45 × 102 U;wVu&ehVj
(2) PQ2 P P
7 (4) 45 × 10–2 U;wVu ehVj

2 Q iz .37 cy vk?kw.kZ dh foek gksrh gS -
(3) PQ2
5 P
(1) M2L2T–2 (2) M1L2T–2
5 3 (3) ML2T–1 (4) ML–1T2
(4) PQ2 Y'
2 iz .38 fdlh oLrq ij fu;r cy vk?kw.kZ yxus ij -
(1) js[kh; osx c<+sxk
iz .32 rhu ,d leku M nzO;eku ,oa L yEckbZ dh NM+sa (2) dks.kh; osx c<sxk
,d dkVsZf'k;u funsZ'kkad rU=k ds rhuksa v{kksa ds
(3) ,d fu;r dks.kh; osx ls ?kw.kZ u djsx h
vuqfn'k fLFkr gS tgka izR;sd NM dk ,d fljk (4) fu;r osx ls xfr djsx h
ewy fcUnq ij gS rks z-v{k ds lkis{k rU=k dk
iz .39 ,d ifg;k 10 jsfM;u@ls ds dks.kh; osx ls izkjEHk
tM+Ro vk?kw.kZ gS &
djds 15 lsd.M esa 100 jsfM;u@ls dks.kh; osx
ML2 2ML2 ls ?kweus yxrk gSA ;fn tM+Ro vkk?kw.kZ 10kg-m2
(1) (2)
3 3 gS rks vkjksfir cy vk?kw.kZ U;wVu&eh esa gS
ML2 (1) 900 (2) 100
(3) (4) ML2
6 (3) 90 (4) 60
iz .33 ,d o`Rrkdkj pdrh A ftldh f=kT;k r gS rFkk tks iz .40 tc oLrq ij fu;r cy vk?kw.kZ yx jgk gks rks
yksgs dh cuh gS ,oa bldh eksVkbZ t gSA rFkk nwljh oLrq &
o`Rrkdkj pdrh B ftldh f=kT;k 4r gSA ;g Hkh (1) ljy js[ kk esa ,d leku xfr dh voLFkk
yksgs dh IysV dh cuh gS ,oa bldh eksVkbZ t/4 cuk;s j[krh gS
gSA rks tM+Ro vk?kw.kksZ IA rFkk IB dk vuqikr gksxk – (2) js[kh; Roj.k izk Ir djrh gS
(1) A > B (3) dks.kh; Roj.k izk Ir djrh gS
(2) A = B
(4) fu;r pky ls ?kwerh gS
(3) A < B

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