Application Form for Admission in RIMC,Dehradun
Application Form for Admission in RIMC,Dehradun
Application Form for Admission in RIMC,Dehradun
You also want an ePaper? Increase the reach of your titles
YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.
RASHTRIYA INDIAN MILITARY COLLEGE, DEHRADUN<br />
ENTRANCE EXAMINATION – JUN 2012<br />
SUBJECT: MATHEMATICS<br />
TIME: 1Hr 30 M<strong>in</strong>s MM: 200<br />
Instructions:<br />
funsZ'k%<br />
1. Attempt all 30 questions. Write your answers separately on the answer sheet to be<br />
provided at the exam Centre.<br />
lHkh 30 Á’uksa dks gy dhft,A vius mRrj vyx mRrj iqfLrdk ij fyf[k, tks vkidks ijh{kk d{k esa nh tk;sxhA<br />
2. Part ‘A’ conta<strong>in</strong>s 20 questions and each question <strong>in</strong> this part carries five marks.<br />
Hkkx ^d* ds lHkh Á’u ikWp vadksa ds gS vkSj blesa dqy 20 Á’u gSA<br />
3. Part ‘B’ conta<strong>in</strong>s 10 questions and each question <strong>in</strong> this part carries ten marks.<br />
Hkkx ^[k* ds lHkh Á’u nl vadksa ds gS vkSj blesa dqy 10 Á’u gS aA<br />
4. Use of Calculator is Prohibited.<br />
dsYdqysVj dk iz;ksx djuk l[r euk gSA<br />
5. Take the value of π as 22/7.<br />
π dk eku 22@7 fyft,A<br />
PART A (20 X 5 =100 MARKS)<br />
Q1. Fill <strong>in</strong> the blanks where question mark is placed :- iz’u fpºuksa dkss Hkjks%&<br />
(a) 2/3 = ?/135 (b) 5/? = 90/216<br />
Q2. Evaluate/ ewY;kadu dhft,%& (x-1) (x+1)(x+3)<br />
Q3. What will be 60% of a number whose 200% is 90 ?<br />
fdl la[;k dk 60% mruk gksxk ftldk 200%] 90 gS\<br />
Q4. The area of two circles are <strong>in</strong> the ratio of 4:9 . F<strong>in</strong>d the ratio of their radii?<br />
nks o`Rrksa dk {ks=Qy 4%9 vuqikr esa gks mudh f=T;kvks dk vuqikr Kkr dhft,\<br />
Q5. In a parallelogram if one angle is 70 0 f<strong>in</strong>d all the other angles?<br />
lekUrj prqHkqZt dk ,d dks.k 70 0 gS] ckdh ds lHkh dks.kksa dk eku Kkr dhft,\<br />
Q6. Factorize/ xq.ku[k.M djksA (25a 2 +c 2 +10ac) – 49 b 2<br />
Q7 What is the smallest number by which 3087 must be divided so that the quotient is a<br />
perfect cube?<br />
NksVh la[;k Kkr dhft, ftlls 3087 dks iwjh rjg Hkkx nsus ij HkkxQy iw.kZ ?ku gks\
Change language