A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 21!Nl
g{qkl< 22 – 02 - 2018
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A = { p, q, r, s }, B = { r, s, t, u } weqz
2.
n[p(A)] = 64 weqz
3.
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4.
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n(AUB) = n(A) + n(B) - n(A ∩ )
!
....!!A ∩ ( ∪ ) = (A ∩ ) ∪ ( ∩ )
A, B!lx
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......!A ∪ ( ∩ ) = (A ∪ ) ∩ ( ∪ )
5.
n(A) = 20, n(B) = 30 lx
6.
Clii
(A∩B)’ = A’ B’ 7.
{(x,2), (4, y)} yV!sleqs
8.
{(7, 11), (5,a)} yV!lixqzqs
1|Page
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 9.
f(x) = (-1)x we
10.
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f- e
f = { (6, 3), (8, 9), (5, 3), (-1, 6) } weqz
11. !yV!sii
f(x) = x2 + 5 weqz
13.
f : A→B yV -VHxs
14.
%m
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+
%m
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Sn = ( + ), ( ogiMg
nkiuK!a = Lkz
15. ohVg
ohVg
!
ohVg
Sn = !
–
nkiuK!a = Lkz
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 16. 5, 2, -1, -4 we
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21. a, b, c, L, m we
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k + 2, 4k -6, 3k – 2 weqz
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25. Lkz
12+22+32+42+52+62+72+………..…………..+n =
)
27. Lkz
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 28. Lkz
3
13+23+33+43+53+63+73+…………………….+n =
)
29. Lkz
32. Lkz
90, 150, 225 Ngqbeux
39. 90, 150, 225 Ngqbeux
40. x y , xyz!Ngqbeux
3 2
41. x y , xyz!Ngqbeux
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 45. 22!ohe
!
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yV!ohe
!
weqz
= (20) weqz
=
* $
weqz
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(3, 0) , (-1, 4) Ngqb!Ht
73/ (a, -b) , (3a, 5b) Ngqb!Ht
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= (2a, 2b) !
74/ (1, -1) , (-5, 3) Ngqb!Ht
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6|Page
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= (-2, 1)!
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 75/
(7, 3) , (6, 1) (8, 2 ) lx
76/ (1, 2) , (4, 6) (x, 6 ) lx
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 85/ Ofi
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 9:/ “hqvl
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!
uQs
, , -
:3/ 43, 24, 38, 56, 22, 39, 45!Ngqbux
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 212/ ogiMg
!
!
!uqzg
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 223/ 63!sQm
ntuqbz<;! ucul
gentU! 01 2
dVjt! %l
ujth
* 01 2
!
01
olik
* 01
-
401
* 01
201
301
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A.KARTHICK, SEKKAPATTI, DINDIGUL – DT - 624220 231/ 2!os/lQ!dbvLl
TNUSRB
EXAM DATE
=>
11 – 03 - 2018
! !
!!Lbx
! hbe
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