UK-SI Past Paper - July 2027 PDF
Document Details
2027
Vision Campus
Arvinder Singh
Tags
Summary
This is a past paper for the UK-SI exam, held on July 27, 2027. The paper has questions related to general studies, Hindi, and mental aptitude. The exam board is Vision Campus.
Full Transcript
VISION CAMPUS A wing of G.S.VISION IAS Lkc baLisDVj (UK-SI) PAPER -01 VISION CAMPUS iz”u i= dksM By – Arvinder Singh 2...
VISION CAMPUS A wing of G.S.VISION IAS Lkc baLisDVj (UK-SI) PAPER -01 VISION CAMPUS iz”u i= dksM By – Arvinder Singh 2 7 0 7 2 4 ROLL NUMBER le; % 03%00 ?k.Vs lkekU; v/;;u] fgUnh o eS.Vy ,IVhV~;wM VsLV Time : 03:00 hour iw.kkZd % 300 General studies, Hindi & Mental Aptitude Test Max. Marks : 300 iz”u&i= la[;k - 01 iz”uksa ds mRrj nsus ls igys uhps vuqn”s kksa dks /;ku ls irs gS] mRrj&i=d ¼vks -,e-vkj-½ vklj “khV½ esa mlds v[kj okys o`r dks dkys vFkok uhys ckWy IokbaV isu ls iwjk dkyk@uhyk dj nsAa 7- iz”u&iqfLrdk esa vafdr lHkh iz”u vfuok;Z gS vkSj izR;sd iz”u ds leku vad gSA vkids ftrus mrj lgh gksx a ]s mUgh ds vuqlkj vad fn;s tk;saxsA (Planets) 8- laLFkku }kjk vk;ksftr dh tkus okyh oLrqfu’B izd`fr dh ijh{kkvksa esa _.kkRed ewY;kadu (Negative marking) i)fr viuk;h tk;sxhA vH;FkhZ }kjk izR;sd iz”u gsrq fn, x, xyr mRrj ds fy, ;k vH;FkhZ }kjk ,d iz”u ds ,d ls vf/kd mRrj nsus ds fy, ¼pkgs fn, x, mRrj esa ls ,d lgh gh D;ks u gks½] ml iz”u ds fy, fu/kkZfjr vadksa dk ,d&pkSFkkbZ vad n.M ds :i esa dkVk tk,xkA n.M Lo:i izkIr vadksa ds ;ksx dks dqy izkIrkad esa ls ?kVk;k tk,xkA 9- vkids }kjk lHkh mRrj dsoy vks-,e-vkj- mRrj&i=d (OMR Answer Sheet) ij gh fn;k tkuk vfuok;Z gSA vks-,e-vkj- mRRkj&i=d ds vfrfjDr vU; dgh ij fn;k x;k mRrj ekU; ugha gksxkA Call@8449644080 10- ;fn vkius bu vuqn”s kksa dks i 15 : 7 66. A circle is inscribed in a square B- 15 : 7 > 5 : 11 > 21 : 77 61. Find the sum of the roots and the whose length of the diagonal is C- 15 : 7 > 21 : 77 > 5 : 11 product of the roots in the 12√2 cm an equilatereal triangle is D- 5 : 11 > 15 : 7 > 21 : 77 following equation? inscribed in that circle. the length fuEu lehdj.k esa ewyksa dk ;ksx vkSj ewyksa of the side of the triangle is. 72. For a sample data, mean = 60 dk xq.kuQy Kkr djsa\ fdlh oxZ dk fod.kZ 12√2 cm gSA ftlds and medi 48. for this distribution, x2 + 3x + 7 = 0 vUnj ,d o`Ùk fLFkr gSA bl o`Ùk ds vUnj the mode is: A- -3, 7 B- 7, -5 ,d leckgq f=Hkt fLFkr gSA f=Hkqt dh Hkqtk ,d uewuk vkadM+ksa dk ek/; = 60 vkSj C- 4, -5 D- 5, 5 Kkr djs\ ekf/;dk = 48 gSA bl caVu dk cgqyd Kkr A- 4√3𝑐𝑚 B- 8√3𝑐𝑚 dhft,A 62. If a and β are the roots of the C- 6√3𝑐𝑚 D- 11√3𝑐𝑚 A- 18 B- 24 quadratic equation x2 – 5x + k = 0 C- 36 D- 48 and a – β = 1, then k =? 67. If the length of each median of ;fn f}?kkr lehdj.k x2 – 5x + k = 0 ds an equilateral triangle is 6√3 cm, 73. A number of boys raised RS. ewy a rFkk β gksa rFkk a – β = 1 gks]a rks k the preimeter of the triangle is. 400 for a famine relief fund, each dk eku D;k gksxk\ boy giving as many 25 paise coins A- 1 B- 3 fdlh leckgq f=Hkqt dh ekf/;dk 6√3 cm gS] rc f=Hkqt dk ifjeki Kkr djs\ as there were boys. The number of C- 4 D- 6 boys was: A- 24 cm B- 32 cm dqN yM+dksa us vdky jkgr QaM ds fy, 400 C- 36 cm D- 42 cm :i;s ,df=-r fd,A izR;sd yM+ds us 25 iSls 63. Find the value of k for which roots of quadratic equation 9x2 + ds mrus flDds fn, ftrus dqy yM+ds FksA 68. A cube whose length is 25 cm. yM+dksa dh la[;k Fkh\ 8(k-5) x + 64 =0 are equal. How many cubes with sides 5 cm A- 40 B- 16 k ds fdl eku ds fy, f}?kkrh lehdj.k can be made by melting it? C- 20 D- 100 9x2 + 8(k-5) x + 64 =0 ds ewy leku ,d ?ku ftldh Hkqtk dh yEckbZ 25 lseh- gS gSaA dks fi?kyk dj 5 lseh Hkqtk okys fdrus ?ku A- 1, -11 B- 5, -8 74. Two vessels A and B contains cuk, tk ldrs gSa\ C- 11, -1 D- -5, 8 acid and water in the ratio 4:3 and A- 125 B- 225 5:3 respectively. Then the ratio in C- 200 D- 175 64. If the radius of the circular ends which these mixtures to be mixed of a frustum which is 45cm high be to obtain a new mixture in vessel C 69. The diagonals of a rhombus are 28cm and 7 cm then the capacity of containning acid and water in the 32 cm and 24 cm respectively. The the bucket in cubic centimetre is? ratio 3:2 is: perimeter of the rhombus is: fdlh ckYVh dh Å¡pkbZ 45 lseh rFkk nksuksa ,d leprqHkZqt ds fod.kZ Øe”k% 32 lseh- nks crZuksa A vkSj B esa vEy vkSj ikuh dk fljksa dh f=T;k,a Øe”k% 28 lseh rFkk 7 lseh rFkk 24 lseh- gS rks leprqHkZt dk ifjeki vuqikr 4%3 vkSj 5%3 gSA rc nksuksa feJ.kksa dks gSA ckYVh dk vk;ru Kkr djsa\ gSA fdl vuqikr esa feyk;k tk, rkfd crZZu C A- 48510 B- 45810 A- 80 cm B- 72 cm esa cuk, feJ.k esa vEy vkSj ikuh dk vuqikr C- 458150 D- 48051 C- 68cm D- 64cm 3 % 2 gks\ A- 5:8 B- 7:8 65. The length of a rectangle is three 70. Two consecutive natural C- 7:5 D- 4:7 fifth of the side of a square. The numbers are always____. radius of a circle is equal to side of nks Øekxr izkd`r la[;k,¡ lnSo--------gksrh gSaA VISION CAMPUS the square. The circumference of A- Even numbers/ le la[;k, By G.S.VISION IAS the circle is 132cm. What is the Click here Click Here Click Here Click Here Click Here Whatsapp Channel G.S.VISION BY- Reg. Office: 104, Nalapani Road, Dehradun 8449644080, 7017221700 ARVINDER SINGH 6 VISION CAMPUS A wing of G.S.VISION IAS Lkc baLisDVj (UK-SI) PAPER -01 75. 7kg of tea costing Rs. 280 per kg regularly is coded as sa,ta,la and 86. fuEufyf[kr iz”u esa iz”ufpUg ds LFkku is mixed with 9kg of tea costing Rs. keep good health’ is coded as 'da na ij dkSu&lh la[;k vk,xh \ 240 per kg. the average price per kg ja', then how will ‘eat’ be coded in Which number will come in place of the mixed tea is: the same code? of question mark in the following 280 :i;s izfr fdxzk- pk; dks 240 :i;s A- sa B- la question? izfr fdxzk- dh 9 fdxzk- pk; ds lkFk feyk;k C- ta D- sa ;k la tkrk gSA fefJr pk; dk vkSlr ewY; izfr fdxzk- crk,¡\ 80. ml fodYi dk p;u dhft,] tks rhljh A- Rs. 255.80 la[;k ls lacaf/kr gS] mlh izdkj ls tSls B- Rs.257.50 VISION CAMPUS nwljh la[;k igyh la[;k ls lacaf/kr gSA C- Rs. 267.20 By G.S.VISION IAS Select the option which is related to D-Rs. 267.50 the third number in the same way A- 70 B- 72 as the second number is related to C- 42 D- 69 76. vaxzsth o.kZekyk esa M ds ck,a 5osa v{kj the first number. rFkk S ds nk,a rhljs v{kj ds Bhd e/; 8:108::12:? 87. ,d O;fDr nf{k.k dh vksj 10 ehVj dkSu&lk v{kj gksxk \ A- 208 B- 225 pyrk gS] fQj Øe”k 3 ckj nk,a] 3 ckj ck,a] In the English alphabet, which C- 138 D- 150 7 ckj nk,a] 10 ckj ck,a eqM+rk gS] rks var esa letter will be exactly in the middle mldk eq[k fdl fn”kk esa gS \ of the 5th letter to the left of 'S' and 81. ftl izdkj *balqfyr* dk laca/k *gkWeksZu* A person walks 10 m towards the 3rd letter to the right of 'M'? ls gS] mlh izdkj *isfIlu* dk laca/k ---------ls south, then turns 3 times right, 3 A- O B- P gSA times left, 7 times right, 10 times C- V D- H Just as 'Insulin' is related to left respectively. In which direction 'Hormone', in the same way is he facing at the end? 77. fuEu iz”u esa fn, x, oSdfYid “kCnksa esa 'Pepsin' is related to............. A- iwoZ/East ls ml “kCn dks pqfu, ftldk fuekZ.k blds A- ,atkbe/Enzyme B- mRrj/North v{kjksa dk iz;ksx djds ugh fd;k tk ldrk B- ikpu/Digestion C- if”pe/West gS \ C- isV/Stomach D- nf{k.k/South In the following question, from the D- foVkfeu/Vitamins given alternative words, choose the 88. 7 lnL;ksa ,oa 3 ihf