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Tcs new pattern 2013 set 2



TCS New Pattern Sample Question Paper 2012 (Open Sesame)
1.       If 3y+x>2 & x+2y<=3, what can be said about the value of y?
-1        >-1      <-1     1
1.       If m is an odd integer and n an even integer, which of the following is definitely odd?
(2m+n)(m-n)           (m+n^2)+(m-n^2)             m^2+mn+n^2         m+n
1.       If the price of an item is decreased by 10% and then increased by 10%, the net effect on the price of the item is:
A decrease of 99%    No Change   A decrease of 1%   An increase of 1%
1.       What is the sum of all even integers between 99 & 301?
40000            20000            40400            20200
1.       There are 20 balls which are red, blue or green. If 7 balls are green and the sum of red balls and green balls is less than 13, at most how many red balls are there?
4          5          6          7
1.       If n is the sum of two consecutively odd integers and less than 100, what is the greatest possibility of n?
98       94       96       99
1.       X^2<1/100 and x<0; What is the tightest range in which x can lie?
-1/10<x<0    -1<x<0
-1/10<x<1/10         -1/10<x
1.       There are 4 boxes colored red, yellow, green and blue. If 2 boxes are selected, how many combinations are there for at least one green box or one red box to be selected?
1          6          9          5
1.       All faces of a cube with an eight-meter edge are painted red. If the cube is cut into smaller cubes with a two-meter edge, how many of the two-meter cubes have paint on exactly one face?
24       36       60       48
1.       In a sequence of integers, A(n)=A(n-1)-A(n-2), where A(n) is the nth term in the sequence, n is an integer and n>=3, A(1)=1,A(2)=1. Calculate S(1000), where S(1000) is the sum of the first 1000 terms.
2          3          4          0
1.       If x^2-16>0, which of the following must be true?
-4>x>4           -4>x<4           -4<x<4           4<x
1.       Two cyclists begin training on an oval racecourse at the same time. The professional cyclist completes each lap in 4 minutes; the novice takes 5 minutes to complete each lap.How many minutes after the start will both cyclists pass at the same spot where they began to cycle?
10       8          14       12
1.       M,N,O and P are all different individuals; M is the daughter of N; N is the son of ); O is the father of P;
Among the following statements, which one is true?
M is the daughter of P
If B is the daughter of N, then M & B are sisters
If C is the granddaughter of O, then C & M are sisters
P & N are brothers
1.       In the adjoining diagram, ABCD and EFGH are squares of side 1 unit such that they intersect in a square of diagonal length(CE) =1/2. The total area covered by the squares is
Cannot be found    3/2 or1½      2          15/8 or 1
1.       There are 10 stepping stones numbered 1 to 10 as shown below. A fly jumps from the first stone to the 4th stone from where it started -  that is from 1st  it would go to 5th & from 5th it would go to 9thand from 9th it would go to 3rd etc. Where would the fly be at the 60th  minute if it starts at 1?
1          9          3          5
1.       What is the reminder when 6^17 + 17^6 is divided by 7?
1          6          0          3
1.       In base 7, a number is written only using the digits 0,1,…6. The number 135 in base 7 is 7^2+3*7+5=75 in base 10. What is the sum of the base 7 numbers 1234 and 6543 in base 7?
11101            11110            10111            11011
1.       The sequence {Aₓ} is defined by A₁ = 2 and Aₓ₊₁ = Aₓ + 2x. What is the value of A₁₀₀.
9902  9900  10100            9904
1.       Find the number of rectangles in the adjoining figure(a square is also considered a rectangle):
864     3276  1638  None of these
1.       A,B,C and D go for a picnic. When A stands on a weighing mahine, B also climbs on, and the weight  shown was 132 Kg. When B stands, C also climbs on, and the machine shows 130 Kg. Similarly the weight of C & D is found as 102 Kg and that of B and D is 116 Kg. What is D’s weight?
58Kg  78Kg  44Kg  Cannot be determined
1.       Roy is now 4 years older than Erik and half of that amount older than Iris. If in 2 years, Roy will be twice as old as Erik, then in 2 years what would be Roy’s age multiplied by Iris’s age?
28       48       50       52
1.       X, Y, Z and W are integers. The expression X-Y-Z is even and the expression Y-Z-W is odd. If X is even what must be true?
W must be odd                   Y-Z must be odd     Z must be odd
1.       Mr and Mrs Smith have invited 9 of their friends and their spouses for a party at the Wakiki Beach Resort. They stand for a group photograph. If Mr Smith never stands next to Mrs Smith(as he says they are always together otherwise), how many ways the group can be arranged in a row for the photograph?
20!      19!+18!                     18*19!                      2*19!
1.       Tim and Elan are 90 km away from each other. They are starting to move towards each other simultaneously, Tim at a speed of 10 kmph and Elan at a speed of 5 kmph. If every hour they double their speeds, what is the distance that Tim will pass until he meets Elan?
45km             60km             30km             80km
1.       In a rectangular coordinate system, what is the area of a triangle whose vertices have the coordinates (4,0), (6,3) and (6,-3)?
6          7          7.5      6.5
1.       A drawer holds 4 red hats and 4 blue hats. What is the probability og getting exactly 3 red hats or exactly three blue hats when taking out 4 hats randomly out of the drawer and immediately returning every hat to the drawer before taking out the next?
½         1/8     ¼         3/8
1.       In how many ways can we distribute 10 identical looking pencil to 4 students so that each student gets at least one pencil?
5040  210     84       None of these
1.       The prime factorization of integer N is A*A*B*C, where A, B and C are all distinct prime integers. How many factors does N have?
12       24       4          6
1.       N is an integer and N>2, at most how many integers among N+2, N+3, N+4, N+5, N+6 and N+7 are prime integers?
1          3          2          4
1.       If P(x)=ax^4+bx^3+cx^2+dx+e has roots at x=1,2,3 and 4, and P(0) = 48, what is p(5)?
48       24       0          50
1.       Given the following information, who is youngest?
C is younger than A; A is taller than B
C is older than B; C is younger than D
B is taller than C; A is older than D
D         B          C          A
Solutions
TCS New Pattern Sample Question Paper 2012 (Open Sesame) – Solution
Solution of TCS New Pattern Sample Question Paper 2012 (Open Sesame)

1.       >-1
2.       m+n
3.       A decrease of 1%
4.       20200
5.       5
6.       96
7.       -1/10<x<0
8.       5
9.       48
10.    3
11.    -4>x<4
12.    12
13.    If B is the daughter of N, then M & B are sisters
14.    15/8 or 1
15.    1
16.    0
17.    11110
18.    9902
19.    1638
20.    44Kg
21.    48
22.    W must be odd
23.    18*19!
24.    60km
25.    6
26.    ½
27.    84
28.    12
29.    2
30.    Both Statement X & Y are needed to get the answer
31.    B
32.    G does not occur if D does not occur
33.    48
34.    Statement X and Y are together not enough to get the answer, and additional data is needed.

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