Number of consumers in the age group 26-40 who did not prefer drink B is
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The table given below indicates the number of consumers who preferred one or both drinks. Read the table and answer questions.

Number of consumers in the age group 26-40 who did not prefer drink B is
Let's tabulate all the information from the given table:
The calculation is as follows:
Consider the male 18 - 25 range:
=> Total consumers = 600
=> Out of them, 240 like A, 180 like B, 90 like both
=> Number of people who like either = 240 + 180 - 90 = 330
=> 600 - 330 = 270 people don't like any of the drinks.
Doing the same calculation for all the categories and tabulating, we get:

In the age group 26 - 40, Males: 840 - 480 = 360 did not prefer B, Females: 540 - 360 = 180 did not prefer B, in total 360 + 180 = 540 is the required answer.
Number of consumers over 40 years who preferred at least one drink is
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The number of consumers in the age group 18-25 who prefer only one drink is
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The percent of consumers more than 40 years of age who did not prefer any one of the drink is about
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In all, how many consumers did not prefer any drink?
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The following table classifies the tea and coffee habits of all employees of a company. Complete the table and answer the questions.

How many Employees drink more than 3 three cups of tea a day?
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Number of females who drink two or more cups of a tea per day is
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The percentage of male employees in the company is close to
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The number of employees who drink upto three cups of coffee per day is
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The ratio of the number of males who drink two or more cups of tea per day to the number of employees who drink less than 2 cups of coffee per day is
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The following table gives demand and supply of cement, in million tons, for the period 2005 to 2010. Surplus is defined as excess of supply over demand. Read the table and answer the Questions.

The surplus of cement was lowest for the year
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The percentage increase in demand of cement was the highest as compared to its previous year in
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What was the approximate average surplus (in million tons) of cement for the period 2005 to 2010 ?
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In how many years the supply (in million tons) of cement was more than the average supply for 2005 to 2010 ?
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For the years 2005 to 2010, total supply of cement was x % more thanthe total demand. The value of x is closest to
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The following table shows the FDI in different states of a country in the year 2009-10.

The following graph shows the investment in different sectors.

Read the table and graph and answer the questions.
In which of the following pairs of states the ratio of investment (FDI) in power sector is 11 : 8 ?
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The ratio of investment in IT in state G to the investment in ‘others’ in state A is
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The total investment (in ₹ crore) in ‘Road Sector’ by states B, C and D is
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The FDI in cinema sector in state E is about what percent less than that in state B in telecom sector ?
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FDI in IT sector in State A is approximately what percent of that in telecom sector in state G and F combined ?
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Read the following graph and answer the questions:

The difference (in lakh tons) between the average production of sugar by six factories in 2009 and average production by the same factories in 2008 is about
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The percentage increase in production of sugar by factory B from 2009 to 2010 is approximately
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Which of the six factories has recorded the maximum percentage growth in production from 2008 to 2009 ?
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Production of sugar by factory C in 2009 and production of sugar by factory F in 2010 together is what percent of production by B in 2010 ?
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In which of the following pairs of factories, the difference between average production for 2009 and 2010 is minimum?
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The following pie-charts show the distribution of expenses over six different items A, B, C, D, E and F of a person for July and August 2012. She spent ₹ 27,000 in July and ₹ 30,000 in August, 2012


Read the charts and answer the questions
The ratio of money spent one items C and F together in July to that spent on B and E together in August is
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The difference (in ₹) between the amounts spent on C in August and D in July is
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The sum of the difference between the expenditurers in july and August on items C and that of F as a percentage of the change in total expenditure between the two months is
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Number of items of July on which money spent is less than the average money spent on items in the month is
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If the amount spent on item B in August were the same as that in July, what would have been its central angle in the pie chart?
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Study the following graph and answer the questions.

Total production of paper of the three factories together is equal for the years
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In which of the following years for the factory B, the percentage rise or fall in the production from the previous year is maximum?
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Average production of paper for year for the factory A is the what percentage of Avearage production per year for factory c?
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Ratio of total production of paper to the factory A to the total production by factory c is
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In how many years the production of paper (in thousand tons)by factory c is less than the average production of paper by factory B over the years
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Study the following graph (i) and (ii) which shows income in(₹ in crores) and percentage profit over the years 2003 to 2008, and answer the questions


In which year was the amount of profit was maximum?
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Difference in the amount of profit for 2005 and 2008 is
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Approcimately what was the average expenditure(in ₹ crores) for the given years?
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The expenditure (in ₹ crores) in 2006 is
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If the profit percent in 2008 was 25, what would have been the expenditure (in ₹ crores) in that year ?
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In each of the following sentences four words or phrases have been underlined. One underlined part in each sentenceis not acceptable in standard English. Pick up that part and mark its number.
The government initiated/(1) various measure/(2) to raise/(3) the living standards/(4) of the people.
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The book must be/(1) old for/(2) its cover is torn/(3) bad/(4)
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The region has a climate so severe that/(1) the plants growing there/(2) had been/(3) rarely more than twelve inches high/(4)
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The reason/(1) for my prolonged/(2) absence/(3) from the class was because/(4) I was ill.
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Fill in the blanks with the most appropriate words.
When such .............. remarks are circulated, we can only blame and despise those who - produce them.
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It would be difficult for one so ............. to be led to believe that all men are equal and that we must disregard race, colour and creed.
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The enemy soldiers were hot in pursuit; desperate. The fugitive sought .............. in the village church.
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Fitness experts claim that jogging is ............... once you begin to jog regularly, you may be unable to stop, because you are sure to love it more and more all the time.
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Each question below consists of a related pair of words followed by four pairs of words.
Select the pair that best expressesthe relatioship similar to the original pair.
Clay: mould::
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Play: Acts::
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Clock: time::
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Gazelle : swift::
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In the following questions choose the alternative which best expresses the meaning of the given word.
Ecstasy
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Foster
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Credible
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Insipid
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Choose the word which is opposite in meaning to the given word.
Hubbub
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Undulating
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Curtail
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Resilient
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In the following questions the word at the top is used in four different ways. Choose the option in which the usage of the word is incorrect or inappropriate.
PUSH
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HARBOUR
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RIGHT
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MASTER
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Fill in the blanks with appropriate alternative.
Anurag asked me ..............
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During the summer months,there is
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We heard an incessant noise from our neighbours' house. They .............. all the time.
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The breakdown was said .............. a defective transformer.
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In the following questions, a sentenceis given in active voice. Find the correct passive voice version from the given alternatives.
Somebody has put out the light.
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We justly rebuked him for acting so selfishly.
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The rules forbid passengers to cross the railway line.
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In the following sentences replace the underlined words with the appropriate expression from the given alternatives.
His friends expected that he would escape with a fine.
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How did these things happen ?
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Nobody was at home when the fire started.
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The crew of the boat underwent terrible suffering.
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In the following passage there are blanks which have been numbered. For each blank, four words are suggested. Find out the most appropriate word to fill in the blank.
If you ask some people, “How did you learn English so well ?” You may get a surprising answer : “In my sleep!”
These are ......76 who have taken part in one of the ..............77 exeriments to test learn- while-you-sleep methods, .......78 are now being tried out in several countries, and with ..........79 subject, of which English is only one. Specialists say that .........80. sleep study method speeds language learning tremendously.
76
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77
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78
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79
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80
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In questions given below, Assumption ‘A’ is followed by Reasons RI and RII. Apply RI and RII to A and mark your answer as under:
A.Since time immemorial, more people have been killed or made to suffer in the name of religion than for any other reason.
RI. The essence of religion is hatred of other religions.
RII.Those who lose their lives in the name of religion go straight to Heaven, so devotees do not mind losing their lives
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A. Most of the columms of modern magazines are covered with news of political events.
RI.Readers are very much interested in political turmoil and scandals.
RII.It is not difficult to write about politics as one does not need originality.
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A.only Secularism in thought word and deed can save India from Chaos.
RI.Communal differences would only result in nots and destruction of life, faith, property
RII.our democracy Demands open mind and heart for moral, Spiritual and physical uplift of the country
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A Vice-Chancellors do not have a very comfortable time.
RI.Students are always causing disciplinary problems.
RII. When people become vice-chancelors they are very old.
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A. TV does not give much coverage to activities undertaken by ex-Presidents and Prime Ministers.
RI. Everyone salutes the chair.
RII. Those persons do not perform any activity worth mentioning.
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Find the old-man out
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Match the following questions with (1), (2), (3) and (4) on the basis of similar relationship. The items may not be in the same order.
Car : road : petrol
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Day: light : night
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Music : dance : art
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Body : livere : heart
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A word arrangement machine when given an input line of words, rarranges them following a particular rule in each step. The following is the illustration of the input and the steps of arragement:
Input : She was shot dead at, her residence
Step I : at was shot dead she her residence
Step II : at her shot dead she was residence
Step III : at her she dead shot was residence
Step IV : at her she was shot dead residence
Step V: at her she was shot dead residence
Since the words are fully arranged, the machine stops. Otherwise it may go on till the words get fully arranged. Study the logic and answer the questions.
In how many steps will the following input be fully arranged ?
Input : India has always been a critical factor
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What would be the Step III for the following input ?
Input : this is one thing on which I caution
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If step Il of an input reads "by he out the efforts made spells us," which of the following would be the last step ?
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What could be the penultimate step for the following input ?
Input : You hardly see any motorised vehicle
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What could be the step IV for the following input ?
Input : the foliage along road can deceive you
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Study the following information and answer the questions given below?
In a certain code, the symbol for 0 (Zero) is @ and for 1 is $. There are no other symbols for all other numbers greater than one. The numbers greater then | are to be written only by using the two symbols given above. The value of the symbol for 1 doubles itself every time it shift one place to the left. Study the following examples:
‘0’ is written as @
‘1’ is written as $
‘2’ is written as $ @
‘3’ is written as $ $
‘4’ is written as $ @@ and so on
Which of the following numbers will be represented by $ $ @ $ ?
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Which of the following will represent the value of 3 x 3 +1 ?
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Which of the following numbers will be represented by $ @ @ @ $ ?
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What is the average of $$$@@ and $$@@
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What is the value of $$[(\$ @) + (\$ @) \div (\$ @)]^{\$ @}$$?
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What is the value of $$[(8 + 16) \div (4 \times 3)]^3$$ ?
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In each question below, there are three statements followed by four conclusions numbered I, II, III and IV. You have to take the given statements to be true even if they seem to be at variance with commonly known facts and then decide which of the given conclusions logically follow (s) from the given statement.
Statements : Some charts are darts.
All darts are carts.
Some carts are smarts.
Conclusions : I. Some charts are carts.
II. Some carts are darts -
III. Some darts are smarts.
IV. Some smarts are charts.
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Statements : All boxes are tables.
No desks are tables.
Some desks are curtains.
Conclusions : I. No Boxes are desks.
II. Some Boxes are desks.
Ill. Some curtains are not boxes
IV. Some curtains are boxes.
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Statement: No killer is a sweater.
No jacket is a sweater.
Some jacket are roses.
Conclusions : I. Some roses are sweters
II. some roses are not swaters.
Ill. No killer is a jucked.
IV. Some jackels are killers.
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Statements: No student is decent
Some decent are bags.
All bags are roses
Conclusions: I. Some bags are not students.
II. All bags are students.
III. Some decents are roses.
IV. All roses are decent.
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Statements : Some birds are stones.
Some, tigers are birds.
All stones are grapes.
Conclusions : I. Some stones are birds.
II. Some stones ,are not birds.
Ill. Some grapes are birds.
IV. Some tigers are stones
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A researcher studying organic compounds has found that five different molecules. T, W, X, Y and Z form chains according to the following rules :
A chain consists of three or more molecules, though the molecules in the chain are not necessarily different.
T is never found on either end of a chain.
If W appears in a chain, it appears more than once.
X is never found next to y in a chain.
W is never found on the end of a chain
unless Z is found somewhere in the chain.
If Y appears in a chain, Z appears also,
Whichof the following is a possible chain of molecules ?
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Which of the followings is NOT possible chain of molecules ?
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The chain W W T Y Z X can be changed into another chain by carrying out any one of the following EXCEPT
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Which of the following is not a chain but could be turned into a chain by changing the order of the molecules ?
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Which of the following sequences can be converted into a chain by adding Z and rearranging the molecules ?
I. X Y X T
II. W T T Z
III. X X Y W
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In the following questions the symbols @, @, =, © and © are used with the following meaning :
P @ Q means P is greater than Q.
p @ Q means P is either greater than or equal to Q.
P = Q means is equal to Q.
P © Q means P is smaller than Q.
P © Q means P is either smaller than or equal to Q.
For each questions you have to assume given statements to be true and then decide which of the two given conclusions is / are definitely true. Give answer :
Statements: B @ V,K © C, C © B
Conclusions:
I. V @ C
II. B @ K
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Statements : K @ T, S = K, T © R
Conclusions :
I.S @ R
II. T = R
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Statements : U = M, P @ U, M @ B
Conclusion :
I. P = B
II. P @ B
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Statements: L @ N, J © P, P @ L
Conclusion:
I. J = L
II. P = N
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Statements:H @ G, D @ E, H = E
Conclusion:
I. D @ H
II. G @ D
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The number 123456789 and 999999999 are multiplied. How many of the digits in the product are 9's
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If the expression $$15^{6} \times 28^5 \times 55^7$$ is evaluated, the number of zeros at the end of the number is
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$$\sqrt[4]{2001 2001 2001 2001}$$ is closest to
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The units digit of $$(2002)^{2002}$$ is
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Three different numbers are chosen such that when each of the numbers is added to the average of the remaining two, the number 65, 69 and 76 are obtained. The average of the three original numbers is
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abc and def are 3-digit numbers such that

and none of a, b, c, d, e, or f is 0. What is the sum a + b + c + d + e + f ?
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When a number is divided by 5, the remainder is 2, when divided by 7, the remainder is 3, when divided by 9, the remainder is 4. The sum of digits of such smallest number is
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The expression
$$\frac{1}{8} + \frac{1}{10} + \frac{1}{11} + \frac{1}{15} + \frac{1}{20} + \frac{1}{41} + \frac{1}{110} + \frac{1}{1640}$$ is equal to
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Let r be the least non-negative remainder when $$(22)^7$$ is divided by 123. The value of r is
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if $$\frac{97}{19} = w + \frac{1}{x + \frac{1}{y}}$$ where x, y and w are all positive integers, the value of $$x + 2y - 3w$$ is
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Let $$a = 2^{129} \times 3^{81} \times 5^{128}, b = 2^{127} \times 3^{81} \times 5^{128}, c = 2^{126} \times 3^{82} \times 5^{128}$$, and $$d = 2^{125} \times 3^{82} \times 5^{129}$$. Then
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The positive integer a is a 2-digit number (01, 02 are not 2-digit number) the positive integer b has ‘a’ digit and the positive integer ‘c’ has ‘b’ digits. The smallest possible value for c is
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If $$2^{36} - 1 = 68 a$$ 19476735, when all the digits are correct except a, the correct value of a is
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The value of
$$\frac{(1.121)^3 - (3.333)^3 + (2.212)^3}{(1.121)(3.333)(2.212)}$$ is
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If $$a : b = 3 : 4, b : c = \frac{8}{9}$$ and $$c : d = \frac{2}{3}$$, then the value of $$\sqrt[4]{\frac{ad}{b^2}}$$ is
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The value of $$\frac{\sqrt{43 - 12\sqrt{7}} - 2}{16 + 6\sqrt7}$$ is
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Let N be the greatest natural number that will divide 13511, 13903 and 14589 leaving same remainder in each case. The sum of digits of N is
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The value of
$$\frac{(0.251)^2 - (0.051)^2 - (0.511)^2 - 2(0.051)(0.511)}{(0.251)^2 - (0.051)^2 - 2(0.251)(0.051) - (0.511)^2}$$ is
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The cost of making a rectangular table is calculated by adding two variables. The first is proportional to the area of the table and the other to the square of the length of the longer side. In making 2 m x 3 m table it costs ₹ 5,000 and in making a 1.5 m x 4 m table, it cost ₹ 6,400. The cost of making a 2.5 m x 2.5 m table is (nearest to a rupee)
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Anu is walking at a constant speed halfway between two paralled train tracks. On each track is a train of the same length. They are approaching Anu from different directions both at the same speed v km/hour. The train going in the same direction as Anu going takes $$t_1$$, second to pass her, while the other takes $$t_2$$, seconds to pass her. Speed of Anu (in km/hour) is
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A multiple choice examination consists of 20 questions. The scoring is +5 for each correct answer, —2 for each incorrect answer, and 0 for each unanswered question. A student's score on the examination is 48. The maximum number of questions he could have answered correctly is
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At an institute, 99% of the 100 students are girls but only 98% of the students living on the compus are girls. If same girls live on campus, how many students live off compus ?
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A and B share a piece of land. The ratio of the area of A's portion to the area of B's portion is 2 : 3. They each grow wheat and barley on their pieces of land. The entire land is covered by wheat and barley in the ratio 7 : 3. On A's land, the ratio of wheat do barley is 4: 1. The raito of wheat to barley for B's land is
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A box has apples and oranges. $$\frac{2}{3}$$ of all the apples and $$\frac{3}{4}$$ of all the oranges are rotten The number of rotton apples equals the number of rotton oranges. What fraction of the total number of fruits in the box is rotton ?
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A TV set is available for ₹ 19,650 cash payment or for ₹ 3,100 cash down payment and three equal annual instalments. If the interest is charged at the rate of 10% per annum compounded annually, the amount of each instalment is
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A person bought n articles for ₹ d. He sold two articles at half their cost and the rest at a profit of ₹ 8 on each article. If the overall profit is ₹ 72, there the least possible value of n is
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A 3 cm x 3 cm x 3 cm cube has three holes each of 1 cm x 1 cm cross-section running from the centre of each face to the centre of the opposite face. The total surface area (in cm$$^2$$) of the solid so obtained is
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If a 6 cm X 6 cm square is placed on a triangle, it can cover up to 60% of the triangle. If the triangle is placed on the square it can cover up to $$\frac{2}{3}$$ of the square. The area (in cm$$^2$$) of the triangle is
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A circular grass plot 4 m in diameter is cut by a straight path | m wide, one edge of which passes through the centre of the plot. Area of the remaining portion is
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Three concentric circles have radii (in cm) a, b and c, where a < b < c. If a = 8 and b = 9 and the middle circle bisects the area between the other two circles, then the value of c is
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A sphere has a diameter of $$500\sqrt{3}$$ cm. A biggest cube is fitted in it. Now a biggest sphere is fitted within this cube. Again a biggest cube is fitted in the smaller sphere. The ratio of the volume of bigger cube to the volume of smaller cube is
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A rectangular box has dimensions x, y and z units, where x < y < z. If one dimension only is increased by one unit, then the increase in volume is
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Read the following table and answer questions.

Which school has the lowest percentage of students scoring less than 60% marks ?
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Number of schools which have the same percentage of students scoring exactly 60% is
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Total number of students scoring 60% or more marksis
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The ratio of the total number of students scoring less than 60% marks to that of scoring exactly 60% marks is
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The above graph shows income and expenditure ( ₹ in crores) of a company in the years 2006 to 2011. Read the graph and answer the questions
The total expenditure of which of the following pairs of years was equal to the income in 2011 ?
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In how many of the given years was the income more than the average income of the given years ?
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What was the approximate percentage increase expenditure from 2010 to 2011 ?
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In which year the percentage of expenditure to income, the highest?
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