Sample Paper for Class VI Mathematics
UPS Half Yearly Examination in Rajasthan
v)Z okf’kZd ijh{kk
d{kk : 6
fo’k; : xf.kr
le; : 30 feuV Hkkx : v iw.kkZad : 15
ukekad ( vadks esa )............................................
( “kCnksa esa ).............................................
ijh{kk dk fnu o fnukad ......................................
funsZ”k : 1+ lHkh iz”u djuk vfuok;Z gSA
2 iz”u la[;k 1 ls 10 rd izR;sd iz”u ½ vad rFkk 11ls 20 rd izR;sd dk 1 vad fu/kkZfjr gSA
1- lcls NksVh izkd`r la[;k gS&
( v ) 0 ( c ) 1 ( l ) -1 ( n ) 2 ( )
2- 1] 3] 5] 7] 9] 11] ------------------------ la[;k,¡ gSa&
( v ) izkd`r ( c ) le ( l ) fo’ke ( n ) vHkkT; ( )
3- (- 3 )³ dk eku gksxk&
( v ) – 27 ( c ) 9 ( l ) 27 ( n ) &9 ( )
4- 5] 10] 15] 20] 30 dk vkSlr gksxk&
( v ) 15 ( c ) 20 ( l ) 25 ( n ) 16 ( )
5- &15 esa ls 15 ?kVkus ij izkIr gksrk gS&
( v ) &30 ( c ) 30
( l ) 0 ( n ) buesa ls dksbZ ugha ( )
6- 5x esa ls &3x ?kVkus ij izkIr gksxk&
( v ) &8x ( c ) 2x ( l ) 8x ( n ) 4x ( )
7 2x $ 5x $ 11x dk ;ksx gksxk&
( v ) 18x² ( c ) 18x³ ( l ) 18 ( n ) 18x ( )
8- f=Hkqt ds rhuksa dks.kksa dk ;ksx gksrk gS &
( v ) 90˚ ( c ) 60˚ ( l ) 180˚ ( n ) 360˚ ( )
9- ,d o`r dk O;kl 8 lseh- gSA mldh f=T;k gksxh&
( v ) 16 lseh- ( c ) 4 lseh- ( l ) 6 lseh- ( n ) 2 lseh- ( )
10- og f=Hkqt ftldh nks Hkqtk,¡ leku gksrh gS] dgykrk gS&
( v ) lef}ckgq f=Hkqt ( c ) leckgq f=Hkqt
( l ) fo’keckgq f=Hkqt ( n ) ledks.k f=Hkqt ( )
11- o`r dh ifjf/k ij fLFkr nks fcUnqvksa dks feykus okys js[kk[k.M dks ------------------ dgrs gSaA
12- leckgq f=Hkqt dk izR;sd dks.k gksxk&
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13- 50˚ dk vuqiwjd dks.k fyf[k,A
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14- fr;Zd js[kk ds ,d gh vksj cus vUr%dks.kksa dk ;ksxQy fyf[k,A
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15- nks f=T;kvksa ds e/; o`r dk Hkkx --------------------------- dgykrk gSA
16- vkSlr Kkr djus dk lw= fyf[k,A
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17- 5 ls HkkT; izFke rhu le la[;k,¡ fyf[k,A
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18- ;fn x $ 3 = 9 gks rks x dk eku fyf[k,A
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19- ( &9 )x( &3 ) dk eku fyf[k,A
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20- 2 x 2 x 2 x 2 x 2 x 2 dks ?kkrh; :i esa fyf[k,A
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v)Z okf’kZd ijh{kk
d{kk : 6
fo’k; :xf.kr
le; : 2 ?k.Vs Hkkx : c iw.kkZad : 35
funsZ”k :-1. lHkh iz”u djuk vfuok;Z gS A
2- lHkh iz”uksa ds vad muds lkeus vafdr gSA
1- ljy dhft,& 2
9 x 7 ÷ 7 $ 8 ÷ 4 x 2
2- 3375 dk ?kuewy Kkr djksA 2
3- fuEufyf[kr la[;kvksa dk egŸke lekiorZd Kkr djksA 2
10] 12] 16] 18
4- lehdj.k 3x & 2 = x $ 10 dks gy dhft,A 2
5- O;atdksa 2x $ 3y & 2 o 3x & y $ 6 dk ;ksxQy dhft,A 2
6- O;atd 3x² & 4y² dk eku Kkr djks tcfd x = 2] y= 1- 2
7- ,d fØdsV f[kykM+h us 6 ikfj;ksa esa Øe”k% 35] 30] 45] 65] 39 rFkk 20 ju cuk,A mlds juksa dk vkSlr Kkr djksA 2
8- nks la[;kvksa dk y-l- 324 rFkk e-l- 9 gS ;fn muesa ls ,d la[;k 81 gS rks nwljh la[;k Kkr djksA 2
9- f=Hkqt ABC dh jpuk dhft, tcfd ÐB =40˚] ÐA = 50˚ rFkk Hkqtk AB
10- nks crZuksa esa 300 yhVj vkSj 450 yhVj nw/k gS nksuksa crZuksa ds nw/k dks ukius ds fy, cM+s ls cM+s crZu dh eki Kkr dhft,A 3
11- iVjh ( Ldsy ) dh lgk;rk ls 6-4 lseh- dk js[kk[k.M PQ cukb,] PQ ds e/; fcUnq dks dsUnz ekudj o`r dh jpuk dhft,A 3
12- nks Øekxr la[;k,¡ Kkr djks ftudk ;ksxQy 51 gSA 3
13- la[;kvksa 14] 28] 35] 56 dk y?kqŸke lekioR;Z Kkr djksA 3
14- fuEufyf[kr esa ls dksbZ pkj dh ifjHkk’kk fyf[k,& 4
(i) ,dkUrj dks.k
(ii) laxr dks.k
(iii) U;wu dks.k
(iv) “kh’kkZfHkeq[k dks.k
(v) o`gr~ dks.k
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