
	Trending ▼ ICSE CBSE 10th ISC CBSE 12th CTET GATE UGC NET Vestibulares ResFinder

Karnataka SSLC Tamil Medium : KSEEB Mathematics March 2010

9 pages, 58 questions, 1 questions with responses, 1 total responses,

	Karnataka SSLC KSEEB Secondary Education Ex...	+Fave Message
	Profile Timeline Uploads Q & A

Home > kseeb >

Formatting page ...

81T P123 - n - - P P - UP s- i - x - S - U- P : 1) 2) 3) 4) 5) I. Cx- - hz-u Ah[-Q ] z-u-P . J - - S Ai- h G - x - - u S Ch u - m- k x. u - mh Chzv h A sk . - z-xP Em- -h- z-u 58 U-P C u z-u - Ch - . -n- -P h-P- -]- G -xU Th x. -]- G u - mh h-P- US v - s u - -h- m-h x. ( - - -h , h , u\ - -h u - ). h-P- z u - u-kzx G -u s-i U-P- US E - h-P , P -imh Ch z- x - P &- C - - Aizx G - x - x, v G - x - x - A - - v U- P - h m-h x. A - \ - - mh h-P- US v - s u - -h- m-h -x. R P -kU-P - mh { u T J - - -S | S h-P u - m-k . - z-u- h- z u - u-kzx u - mh Chz-v . \ - h- , Au -S- - \US u - mh G z u Gkzx G -u . [20 x 1 = 20] 1. Tn = ( 1)n, G E - U-P- Tm-kz- u - PU-S C h- E \ - u -h - . a) b) S 2 = S3 c) 2. S1 = S2 S3 = S4 d) S 2 = S4 ab, bc ac Cu HCF a) b) a2 b2 c2 c) 3. abc 1 d) ab + bc + ac. i- zu C U- P -n[-P- Jzu U-P[-P- Q-u 4 : 9. G Cu - Q-u . a) b) 16 : 81 c) 4. 2:3 81 : 16 d) 14 : 19 9 x = 12 + 147 , G x v - a) 12 b) c) 3 d) LXXX I T 01 220410 -2- 9 3 81T P123 5. R u - mh T - Gx u - - -x Pn = nCn b) n P0 = nC0 d) n a) c) 6. n n P1 = nC1 Pn = nPn 1 -R P -kU-P - m-h- HP US E Eu - -n a) 123 ,, 234 b) 1 1, 1 , 1 , 369 c) 7. 1, 1, 212 ,, 325 d) 1, R U- Ps-h G u J S US |kU-P -Pa \ - u A - h- x. a) b) c) 8. 111 ,, 479 d) 3 , 3, 3 3 C u - \- (Sequence) | P - -x-C-hz-v J . a) b) 21 c) 9. 9 27 3 d) 93 (x + y)2, (x y)2 (x2 y2) Cu . .- . (LCM) a) (x2 + y2)2 b) x4 y4 c) (x2 - y2)2 d) (x + y) (x y)3 10. Gs-P- Tm-kz u P , U-Sz u P 0 30, G Au kUQ (Cubes) Tm-kz u - P a) 0 b) 90 c) 160 d) 900 LXXX I T 01 220410 -3- [P.T.O. 81T P123 11. v2 = u2 + 2as G , u - Cu v - 2 b) a) c) v 2 as 2 v + 2 as d) v2 - 2as 2as v2 12. S -m- -iU (quadratic) P - m-i [ P 1 1 -G- a) b) ax2 1 = 0 c) 13. ax2 x 1 = 0 x2 = 1 d) x2 + 1 = 0 a = 0 G abc a abc 3 G -x a) 0 b) 1 c) 3 abc d) 3 abc 14. 1! 3! 0! G Cu v - a) 6 b) 0 c) 3 d) 1 15. P -kU-P - mh - -hz-v PAO = 30 , G POQ = ? P O A Q a) 60 b) 120 c) 90 d) 30 16. R U Ps-h- J Pa \ - P - mh (quadratic) \ - -k 1 =5 x a) 4x = 81 x b) x+ c) (x + 2)2 = 3x d) 5 x2 = x LXXX I T 01 220410 -4- 81T P123 17. J \x- z-v m-h 10 2 - \.- , G Au U-Pz-v } a) 2 \.- b) 10 \.- c) 8 \.- d) 20 \.- 18. 1 2 US C h E - - U \ -\ (Harmonic Mean) a) 1 1 2 b) 1 1 4 c) 1 1 3 d) 1 2 3 19. P -kU-P - m-k C n - -US m- U-L (matrix). P a) 2 0 0 2 c) Q 2 1 2 1 n 2 1 1 2 d) 1 1 1 1 n n =1 b) n =1 20. n + (n 1) Cu v - a) n(n 1) II. b) n2 2 c) 2n2 d) n2 P i m- h Chz u \ - - z- u- P U P sk { - - P . [10 x 1 = 10] 21. m- U-L A - - \ m n, m- U-L B - \ n p, G m- U-L AB ________. 22. I[- P -nz-v -P[-P ` - mh - - m- (polyhedron ) ___________. 23. P Q C - u Pn[-P , P Q = P, G- P Q _________. 24. Ai - h Q-u-\ u - z u (Basic Proportionality Theorem) w - - zu Po-u- - u ____________. LXXX I T 01 220410 -5- [P.T.O. 81T P123 25. A m-hz-v P n A - _____________. 26. Sn-Pz-v - z u Ps-h- Eu- `z-v- ___________. 27. a x + b y x n - ______________. 28. { - m- h z- v ` - - Q A - m- h z- v - E - - S P E - ______. 29. u - -Pz- uU P sh E - - - - U Ps-h- Eu- `z-v- __________. 30. AP A - u -R A - _____________. III. R P - q PnU- S - P P - k U- P - mh Chz- v - S \ - P . 31. 25 E J S - 8 j m-k Si - , 7 P m-k Si - , 4 j P Si - . - -h (Venn Diagram) Gz-u P j A -u -u- -P G Ps-k- -i. [2] 32. \ - m- i J P - - p x 2 + 3 x + 2 = 0 , C x - - u R G p v - U P s-P. [2] 33. x2 + 1 = 8x `z-v z-v Eu- P sk Ca-\ - m-i w - U Ps-h P. -[2] 111 : : , C U- P - [ - P - 356 (squares) Tm-kz u P 644, G Gs-P U Ps-h- -P. [2] 34. Gs- P - Q- u [- P - 1 2 35. A = G Cu v Ps-h- P. 3 0 [2] 36. P - - h ( photograph) G k - - u - P P C s- k ] P- | S - P - J - \- A - x . C sk ] - P m- k - - A - C UP Gzu -P- -P A x P - -h GkU-P-C- - ? [2] 37. S-v Gs (denominator) Cu Q-u Gs-n P _- U-S-P. 3 2+2 3 3 2 2 3 LXXX I T 01 220410 [2] -6- 81T P123 38. 4 4 and 3 3 Cu- UQ h G -x-P. [2] 39. 60 \. - - 32 _ - - P sh \ - P i- - - (Plot) } , AP- z- uU Ps-k- -iU-P. [2] 40. K A - - - z uPm-i R U-P -q i- z u x mi Gkzx Au izx T i- - U-QU P s-k . Cv AB = 25 \. BC = 44 \. T - P A U Ps-h- -P. [2] A C B 41. { A U-S o \ - - - h { u -h - - h z-u-Pz-v v- mh - R u - m-k x. Cu S- vm-h hz u -P. (A - 20 = 1 \. ). [2] mh To D 140 120 to E 80 60 to C 100 50 40 to B From A 42. U = {1, 2, 3, 4, 5, 6, 7, 8, 9} A = {x : x 10 I -hU S u \ - U-P } B = {x : x 10 I -hU S u C m h C Gs } ( ) = G - u { - U-P. LXXX I T 01 220410 -7- [2] [P.T.O. 81T P123 43. HP T7 = Ps-h- -P. 1 1 T13 = G- H.P. u Chz-v - u 20 38 [2] 44. U-P -k- (modulo) 10 x S = {2, 4, 6, 8} P sk P - (Cayley s) Am-h- - n- z u - U-P. [2] 45. R U-P -q m- U-L P sk - -h -P.(Graph) [2] 0 2 2 2 0 1 2 1 0 46. R U-P -q P E- - z u P sk - (Euler s) `z-v- z u { - -n \ -P. [2] A B C D E F 47. 4 \. , B P sh m-h-zv , 100 P n C h- - - 2 B [-P -P. B [-P i Chz-v C sk u k P -kP (Tangents) -P. [2] 48. GP u E 64 x Q-u r . -u E - U-S | - P - x E - U- S C h \ - \ 1 40 G , r v [2] Ps-h- -P. IV. 49. a + b + c = 2s G Cu { - z-xP P m-k-P. s a 2 + b 2 c 2 + 2 ab = . (s b ) a 2 b 2 c 2 + 2bc LXXX I T 01 220410 -8- [3] 81T P123 50. m-hz-v S - E - - U P sk mhz-v- S - - -k u k P -k-P \ - - G - -u { - U-P. [3] 51. R U-P -q Gs Am-h- - n- U P sk Au -P vm-h- - U-Pz- uU Ps-h- -P. [3] C.I f 20 24 2 25 29 3 30 34 5 35 39 3 40 44 2 52. J Q U- Pm \[-Pz-v C U-S 16 Bm-hU-P - -P- 5 m- h- u Ai - - -P , 4 x G - - -P v C - - - -P A z-x u -u -P . Cv 3 m- h- x A-i - - -P , 2 x G - - -P v- A z-x u -u- -P G zx 11 | P Gz-u -P- u \ - - ? [3] 53. (x3 9x2 + 26x 24) (x3 6x2 + 11x 6) Cu . . (L.C.M.) Ps-h- -P. [3] 54. 2.6 m-h E - - Ho _ - \ zx { z-u - mk x. Ho- - -x_- - Ai - -S-v- - - x. 2.4 m-h u - - { z-v- Ax _ -E \ - - Ai ~ - u -k Ho- Ai - -Sv 1.4 m-h _ | U-Q |P z-u - -i Ho- - x \ - - Ea] ~ - z- u- k . C - - x \ - - E - z- uU PnU-Q-k-P. [3] V. 55. A.P. E 7 x E - 7 h[S, 11 x E - 11 h[-Q -S \ - -S G 18 x E 0 US \ -G { - U-P. [4] 56. i- zu U- P -n[-P- - - - x Jzu U-P[-P- U-Pz-v Q-uz-x-h Jz-v- U-S . { - U-P. [4] 57. C mh[-P- B [-P - 3 \. 2 \. C m-h[-P- - - -P- US C h- y 9 \. . Cu- U P sk -x , S U-Sz u -k- P k -P. u k P m-i } z u A x Au \ - UP . [4] LXXX I T 01 220410 -9- [P.T.O. 81T P123 58. y = x2 y = 6 x C x2 + x 6 = 0 G - -v w P sP. Cu -S- - - -h (Graph) -P. [4] LXXX I T 01 220410 - 10-

Formatting page ...

Top Contributors
to this ResPaper
(answers/comments)

paper_solver
(1)

Formatting page ...

Additional Info : Karnataka SSLC (Secondary School Leaving Certificate) Tamil Medium - Karnataka Secondary Education Examination Board (KSEEB)
Tags :

Karnataka SSLC, Karnataka Secondary School Leaving Certificate, Karnataka Class X, Karnataka Class 10, Karnataka Secondary Education Examination Board, KSEEB results, kseeb model question papers, kseeb sslc sample papers, Tamil Medium, Mathematics 2010, online solved question papers, KSEEB Math, sslc math, KSEEB SSLC math

, Karnataka, SSLC, Karnataka SSLC, Karnataka SSLC Board Papers, Secondary School Leaving Certificate, Karnataka SSLC previous question papers, Karnataka SSLC question papers, Karnataka SSLC previous year question papers, SSLC model question papers 2015, india, question bank, SSLC question papers

kseeb chat

Horizontal lines at:
Guest Horizontal lines at:
AutoRM Data:
Box geometries: