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Application Form for Admission in RIMC,Dehradun

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Q17. The perimeter of a rectangle is 52cm. If its width is 2cm more than one-third of its length,<br />

f<strong>in</strong>d the dimensions of the rectangle.<br />

,d vk;r dk ifjeki 52 lseh- gSA ;fn bldh pkSM+kbZ bldh yEckbZ ds ,d frgkbZ ls 2 lseh- vf/kd gks rks Hkqtk,¡ Kkr<br />

dhft,A<br />

Q18. If 36 men can complete a work <strong>in</strong> 24 days, how many extra men be employed so as to<br />

complete the work <strong>in</strong> 18 days?<br />

;fn 36 vkneh ,d dke dks 24 fnu esa iwjk dj ldrs gSaA blh dke dks 18 fnu esa iwjk djus ds fy, vkSj fdrus vkneh<br />

yxkus gksxs\<br />

Q19. A metallic sheet is of rectangular shape of length 48cms and width 36 cms. From each of<br />

its corners , a square of 8cms is cut off. An open box is made by fold<strong>in</strong>g the rema<strong>in</strong><strong>in</strong>g<br />

sheet . F<strong>in</strong>d the volume of the open box ?<br />

,d yksgs dh pn~nj dk eki 48 lseh- × 36 lseh- gSA bls izR;sd dksus ls 8 lseh- Hkqtk okys oxZ dkVs x;s gS rFkk cph gqbZ<br />

pn~nj ls ,d [kqyk cDlk cuk;k x;k gSA bl cDls dk vk;ru Kkr dhft,A<br />

Q20. There are 2401 students <strong>in</strong> a school. The P.T teacher wants them to stand <strong>in</strong> rows and<br />

columns such that the number of rows is equal to the number of columns. F<strong>in</strong>d the number<br />

of rows.<br />

,d Ldwy esa 2401 fo|kFkhZ gSaA ‘kkjhfjd ijh{kd bu fo|kFkhZ;ksa dks iafDr;ksa ¼jks rFkk dkWye½ esa [kM+k djuk pkgrk gS ;fn iafDr<br />

rFkk dkWye cjkcj gksa rks iafDr;ksa dh la[;k Kkr dhft,A<br />

PART B (10 x 10 MARKS)<br />

Q21. A circular ground has a radius of 56 m. A 7 m wide road runs on the outside around it. F<strong>in</strong>d<br />

the area of the road?<br />

,d o`Rrkdkj eSnku dh f=T;k 56 eh- gSA ftlds ckgj dh rjQ 7 eh- pkSM+h lM+d gSA lM+d dk {ks=Qy Kkr djksA<br />

Q22. What must be subtracted from x 3 - 6x 2 + 11x – 10 so that the result<strong>in</strong>g polynomial is<br />

exactly divisible by x 2 – 4x +3?<br />

x 3 - 6x 2 + 11x – 10 ls D;k ?kVk;s a fd cpk gqvk cgq<strong>in</strong> x 2 – 4x +3 ls iwjh rjg foHkkftr gks tk;\<br />

Q23. Three prizes are to be distributed <strong>in</strong> a debat<strong>in</strong>g contest. The value of second prize is fivesixth<br />

the value of the first prize and the value of the third prize is four-fifths that of the<br />

second prize. If the total value of the three prizes is Rs 1500 , f<strong>in</strong>d the value of each prize?<br />

Okknfookn izfr;ksfxrk esa rhu iqjLdkj ckaVus gS aA nwljk iqjLdkj] igys iqjLdkj dk ik¡p@NVok¡ Hkkx gSA rFkk rhljk iqjLdkj<br />

nwljs iqjLdkj dk pkj@ik¡pok Hkkx gSA ;fn rhuksa iqjLdkjksa dk ;ksx 1500 :i;s gks rks izR;sd iqjLdkj dk ewY; Kkr dhft,A<br />

Q24. Aman Gupta bought two TV sets <strong>for</strong> Rs 42500. He sold one at a loss of 10% and the other<br />

at a profit of 12 %. If the sell<strong>in</strong>g price of each TV set is the same , determ<strong>in</strong>e the cost price<br />

of each set?<br />

veu xqIrk us :- 42500 esa nks Vhoh lsV [kjhnsA mlus ,d Vhoh dks 10% ds ?kkVs esa rFkk nwljs lsV dks 12% ds equkQs ij<br />

cspkA ;fn izR;sd Vhoh dk foØ; ewY; cjkcj gks rks izR;sd Vhoh dk Ø; ewY; Kkr dhft,A

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