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Directions: Each of the following question has a question
and two statements labelled as (i) and (ii). Use the
data/information given in (i) and (ii) to decide whether
the data are sufficient to answer the question record your
answer as

A) If you can get the answer from (1)alone but not from (2)
B) If you can get the answer from (2)alone but not from (1)
C) If can get the answer from (1)and (2)together ,although
neither statement by itself suffice
D) If statement (1)alone suffices and statement (2) alone
also suffice.
E) If can't get the answer from statements (1) and (2)
together and you need more data.

Q1)What will be the population of city X in 1991?

1) Population of the city has 55% annual growth rate
2) in 1991,the population of city X was 8 million

Ans:C


Q2) Was it Rani's birthday yesterday?

1)Lata spends Rs.100 on Rani's birthday
2)Lata spent Rs.100 yesterday

Ans: E


Q3)Is 3*5 or is 4*6 greater ?

1)a*b =b*a
2)a*b is the remainder of ab%(a+b)

Ans:B


Q4)Will the graph X-Y pass through the origin?

1) x proportional to the Y
2)increment in y per units rise of x is fixed.

Ans:E


Q5) What was the value of the machine 2 years ago?

1) the deprecition of the value of the machine per year is
10%
2)present value of the machine is rs 8000/

Ans:C


Q6) What will be the area of a square that can be inscribed
in a circle?

1) Radius of the circle is T
2) Length of a diagonal of the square is 2r

Ans:D


Q7) Can it be concluded that the port made more profit in
1988 than in 1987

1) 1987

Total tonnage handled by the port 10 million tonnes
Expenditure made by the port to handle one tonne of cargo
Rs.20/-



2) 1988

Total tonnage handled by the port 12.5 million tonnes
Expenditure made by the port to handle one tonne of
cargo�� Rs 25/-


Ans: E

�Q8) There are two figures viz., a circle and a square.
Which having greater area?

1) Perimeter of the circle is the same as the perimeter of
the square.
2) Eleven times the radius is equal to seven times the
length of one side of the square.

Ans: D

Q9) A candidate who was found to be under weightin medical
test had been selected provisionally subject to his
attainment of 60Kg weight within one year. What should be
the percentage increase of his weightso that selection is
confirmed after one year.

1) Weight (Kg)=16+8 Height (ft) is standard equation for
the Indian population. The candidates height is 5.5
2) His present weight is 55Kg.

Ans: D


Q10) Is angle �=90

1) sin**2(�)+cos**2(�)=1
2) sin**2(�)-+cos**2(�)=1

Ans: E


Q11) What will be the average age of workers of an
Institution after two years?

1) Present average age is 35 years
2) There are total 20 workers in the Institution

Ans: A


Q12) Can it be concluded that firestry is getting
increasing importance in India? ( Disregarding the change
in money value )

1)

Name of the plan
Expenditure on Forest (Crores of rupees)

First five year plan
Second five year plan
10
19


2)

Name of the plan
Expenditure on Forest
(Crores of rupees)

First five year plan
Second five year plan
46
92.5


Ans: E


Q13) Is AB>AM ( A Triangle is given )

1) AB<AC
2) M is any point other than B and C on BC

Ans: E


Q14) Is X^2+Y^2<X+Y?

1) 0<X<1
2) 0<Y<1 and X!=Y (X not equal to Y)

Ans: C


Q15) Can it be concluded that angle ABO = angle ODC

1) ABCD is a Parallelogram and O is the point of&#65533;
intersection of the diagonals.
2) Angle DOC =75deg. and angle DAO =35deg.

Ans: A


Q16) What is the value of x+y?

1) 2y=x+6
2) 5x=10y-30

Ans: E


Q17) How many students are there in the class?

1) 30 students play foot ball and 40 play cricket .
2)Each student plays either foot ball or cricket or both.

Ans: E


Q18) What is the value of a:b?

1) a=x+10%ofx
2) b=a+10%ofa

Ans: B


Q19) What is the maximum value of the expression 5+8x-8x^2?

1) x is real
2) x is not positive

Ans: C


Q20) What will be the value of the greatest angle of the
triangle ABC?

1) Angles of the triangle are in the ration 2:5:3
2) The side opposite to the greatest angle is the longest
side.

Ans: A


Q21) What is the range of values of x?

1)( x-2 ) / ( 2x + 5 ) < 1/3
2)2x /3 + 17/3 > 3x - 20

Ans: D


Q22) Of the two which one is the greater --&#65533;&#65533; -3/x , -3/y?

1) x,y>0
2) x<y

Ans: C


Q23) What percentage of the candidates passed both in
science and mathematics?

1) 52 percent of the candidates failed in science
2) 42% of the candidates failed in mathematics

Ans: C


Q24) How much pure H2SO4 (Hydro Sulphuric Acid) should be
added to bring down the percentage of impuritity to 5%?

1). 50 liters of pure H2SO4 was diluted
2). dilution was to the extent of 20%

Ans:C


Q25) What is the cost of building when archtects feeses was
70,000

1. Architect gets 10% for the first Rs. 50000 of the cost
of building
2. Architect gets 3% on the cost of the building over 50000

Ans:C

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Q26) What is the value of BC?( here one triangle figure is
there )

1). AP=4
2). PQ=5

Ans: E


Q27) What is the area of the shaded portion (assume AB, CD
are arcs of two circles with centre at 0.)Here one arc
figure is there

1). CA=20m
2). CB=5m

Ans:C


Q28) What is the area of the greatest circle that can be
out from rectangular paper

1). length of the paper is 30cm
2). Width of the paper is 21cm

Ans:B


Q29) Y is what percentage of X?

1). 0.3x=Y
2). 3x-10y=0

Ans:D


Q30) What is the area of the trapezium abcd where ab is 5cm

1. BC=7CM
2. AB+CD= 16CM



Directions :- Each sentence below has one or two
blanks.Choose the word from the set of words for each blank
that best fits the meaning of the&#65533; sentence as a whole.

Q31) The air was bitter cold, the temperature well below
the freezing point , yet they found themselves ------
freely as they clambered up the steep northern slope

Ans: disporting


Q32) We were taken when we heard of his defection , never
having suspected that he was anything but loyal. So capable
had been his ---- or and devotion to cease

Ans: presentiment


Q33) War and peace are mutually ------- states of being and
war to preserve peace is not a paradox . It is a -----

Ans: incompatible -- contradiction


Q34) Although the injury appeared ------,&#65533; the examination
by the ophthomologist revealed that he would need immediate
surgery to save his sight.

Ans: superficial

Q35 to Q40 - On similar pattern as above.


Antonyms

Q41. corroborative ---- refutable

Q42. obnoxious ---- harmless

Q43. sanction ---- hinder

Q44. empirical ---- experimental

Q45. aborigine ---- emigrant

&#65533;
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Directions for questions 56- 60 . Questions 56 -60 are
based on the following information:

A port has four berths W,V,X,Y. Of these two are general
cargo berth, one is a fertiliser berth and one is for
liquid cargo, When vessel A arrived it was berthed at berth
V but vessel B which along with A had to wait prior to
berthing as vessel C was working in berth Y and vessel D
was working in berth W .Vessel E came to unload fertiliser
and did not have to wait. All are specilised berths i.e.
general cargo vessel has to work only in a general cargo
berth. So is true for fertiliser vessel and liquid cargo
vessel.

Q56. The vessel E should be alotted to the berth.

Ans: X


Q57. Which of the following berth can accept a vessel
carrying liquid cargo--W, V, X, Y

Ans: V


Q58. Which of the following is not a general cargo vessel--
A ,B, C, D, E

Ans:A


Q59. Total number of general cargo vessels mentioned in the
above description is

Ans:3


Q60. Whcih of the following allotments is possible

Ans: B to W

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SNAPDEAL QUESTIONS 1. A train is going at a speed of 60kmph towards Delhi and returned back at a speed of 30kmph. What is its average speed? ANS : (2*30*60)/(30+60) = 40kmph 2. How many different 4 letter words can be framed that have at least one vowel? ANS : 264 - 214 (total no of 4 digits words – no of words with no vowels) 3. Write an algorithm to find out a number from an array of numbers where only one number occurs once and rest all occurs twice. ANS : XOR all the numbers ,you will get the number with single occurrences . 4. Which among the following have the product of the distance between opposite sides of a regular polygon and it side equals one fourth of the area. A. hexagon B. octagon C. n=16 D. n=18 ANS : n=16.(area of regular polygon = apothem*perimeter/2 Apothem = distance between opposite sides/2 Area = (opp_side_dist * n * a )/4 Product of opp_side_dist and side of reg. polygon = opp_side_dist * a For n= 16 the ration becomes 1:4 5. Which of the following cannot be a relation between two variables? ANS = 4th diagram. 6.what will be the output of this program Void print (int n) { If (n>0) { printf(“hello”); print(n-1); } printf(“world”); } ANS : N times hello followed by N+1 times world. 7. Which among the following cannot be used for future prediction? ANS : 4th Diagram. 8. There are 25 horses. We have to find out the fastest 3 horses In one race maximum 5 horses can run. How many such races are required in minimum to get the result. ANS : 7 races (A. first run all horses = 5 races, eliminate 4th 5th of all races. B. Run horses who came 1st in those 5 races = 1 race , the horse coming first is the fastest Run horses a. 2nd and 3rd with the fastest horse (in first time race A) b. 2nd and 3rd coming horse in B. c. The horse who came 2nd with the horse(who came 2nd in race B) in race A You will have the fastest 3 horses.) 9. In a game of rolling dice you are given 2 dice and you have to roll them. Whatever is the outcome the player will win that many dollars. What should the game owner charge each player (optimum) so that he doesn’t have to bear any loss? ANS : $7 10. We have a function REV(“string”,m,n).This function is capable of reversing the caharacters in the string from mth location to nth location. e.g. REV(“abcd”,2,3) &#61672; the output will be acbd We need to swap a string from a position,e.g. SWAP(“abcdefg”,4) &#61672; output needs to be efgabcd. How can the REV function used do this. ANS : L = string length,N= position given in SWAP function. SWAP(“abcdefg”,4) = REV(REV(REV(“abcdefg”,N+1,L),1,N),1,L).

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