You Are On Multi Choice Question Bank SET 4398
219902. Of the five busiest airports, roughly, what percentage of passengers in handled by Heathrow Airport?
219903. How many international airports not located in the USA handle more than 30 million passengers?
219904.
Directions for the following five questions: Answer the questions based on the two graphs shown below.Figure I (the chart on the left) shows the amount of work distribution, in man-hours, for a software company between offshore and onsite activities.Figure 2 (the chart on the right) shows the estimated and actual work effort involved in the different offshore activities in the same company during the same period.[Note: Onsite refers to work performed at the customer’s premise and offshore refers to work performed at the developer’s premise.]
Which work requires as many man-hours as that spent in coding?
219907. If the total working hours were 100, which of the following tasks will account for approximately 50 hr?
219908. If 50% of the offshore work were to be carried out onsite, with the distribution of effort between the tasks remaining the same, the proportion of testing carried out offshore would be
219909. If 50% of the offshore work were to be carried out onsite, with the distribution of effort between the tasks remaining the same, which of the following is true of all work carried out onsite?
219910.
Directions for the following three questions: Answer the questions based on the pipeline diagram below.The following sketch shows the pipelines carrying material from one location to another. Each location has a demand for material. The demand at Vaishali is 400, at Jyotishmati is 400, at Panchal is 700, and at Vidisha is 200. Each arrow indicates the direction of material flow through the pipeline. The flow from Vaishali to Jyotishmati is 300. The quantity of material flow is such that the demands at all these locations are exactly met. The capacity of each pipeline is 1,000.
The quantity moved from Avanti to Vidisha is
219913.
Directions for the following three questions: Answer these questions based on the data given below:There are six companies, 1 through 6. All of these companies use six operations, A through F. Thefollowing graph shows the distribution of efforts put in by each company in these six operations.The Y axis represents the % distribution of effort and the X axis represents the company
Suppose effort allocation is inter-changed between operations B and C, then C and D, and then D and E. If companies are then ranked in ascending order of effort in E, what will be the rank of company 3?
219914. A new technology is introduced in company 4 such that the total effort for operations B through F get evenly distributed among these. What is the change in the percentage of effort in operation E?
219915. Suppose the companies find that they can remove operations B, C and D and redistribute the effort released equally among the remaining operations. Then which operation will show the maximum share across all companies and all operations?
219916.
Directions for the following three questions: Answer the questions based on the pie charts given below.Chart 1 shows the distribution of 12 million tonnes of crude oil transported through different modes over a specific period of time.Chart 2 shows the distribution of the cost of transporting this crude oil. The total cost was Rs. 30 million.
The cost in rupees per tonne of oil moved by rail and road happens to be roughly
219918. If the costs per tonne of transport by ship, air and road are represented by P, Q and R respectively, which of the following is true?
219919.
Directions for the following two questions: Answer the following questions based on the information given below.Elle is three times older than Yogesh. Zaheer is half the age of Wahida. Yogesh is older than Zaheer.Which of the following can be inferred?
219921.
Directions for the following three questions: Answer the questions based on the passage below.A group of three or four has to be selected from seven persons. Among the seven are two women: Fiza and Kavita, and five men: Ram, Shyam, David, Peter and Rahim. Ram would not like to be in the group If Shyam is also selected. Shyam and Rahim want to be selected together in the group. Kavita would like to be in the group only if David is also there. David, if selected, would not like Peter in the group. Ram would like to be in the group only if Peter is also there. David insists that Fiza be selected in case he is there in the group.Which of the following is a feasible group of three?
219923. What are the values of m and n?I. n is an even integer, m is an odd integer, and m is greater than n.II. Product of m and n is 30.
219924. Is Country X’s GDP higher than country Y’s GDP?I. GDPs of the countries X and Y have grown over the past 5 years at compounded annual rate of 5% and 6% respectively.II. Five years ago, GDP of country X was higher than that of country Y.
219925. What is the value of X?I. X and Y are unequal positive even integers, less than 10, and $$\frac{X}{Y}$$ is an odd integer.II. X and Y are positive even integers, each less than 10, and product of X and Y is 12.
219926. On a given day a boat ferried 1,500 passengers across the river in 12 hr. How many round trips did it make?I. The boat can carry 200 passengers at any time.II. It takes 40 min each way and 20 min of waiting time at each terminal.
219927. What will be the time for downloading software?I. Transfer rate is 6 kilobytes per second.II. The size of the software is 4.5 megabytes.
219928. A square is inscribed in a circle. What is the difference between the area of the circle and that of the square?I. The diameter of the circle is $$25 \sqrt{2}$$ cm.II. The side of the square is $$25$$ cm.
219929. Two friends, Ram and Gopal, bought apples from a wholesale dealer. How many apples did they buy?I. Ram bought one-half the number of apples that Gopal bought.II. The wholesale dealer had a stock of 500 apples.
219930. At a village mela, the following six nautankis (plays) are scheduled as shown in the table below.
You wish to see all the six nautankis. Further, you wish to ensure that you get a lunch break from12.30 p.m. to 1.30 p.m. Which of the following ways can you do this?
219931. Mrs Ranga has three children and has difficulty remembering their ages and months of their birth. The clue below may help her remember. . The boy, who was born in June, is 7 years old. . One of the children is 4 years old but it was not Anshuman. . Vaibhav is older than Suprita. . One of the children was born in September, but it was not Vaibhav. . Suprita’s birthday is in April. . The youngest child is only 2-year-old. Based on the above clues, which one of the following statements is true?
219932. The Bannerjees, the Sharmas, and the Pattabhiramans each have a tradition of eating Sunday lunch as a family. Each family serves a special meal at a certain time of day. Each family has a particular set of chinaware used for this meal. Use the clues below to answer the following question. . The Sharma family eats at noon. . The family that serves fried brinjal uses blue chinaware. . The Bannerjee family eats at 2 o’clock. . The family that serves sambar does not use red chinaware. . The family that eats at 1 o’clock serves fried brinjal. . The Pattabhiraman family does not use white chinaware. . The family that eats last likes makkai-ki-roti. Which one of the following statements is true?
219933. While Balbir had his back turned, a dog ran into his butcher shop, snatched a piece of meat off the counter and ran out. Balbir was mad when he realised what had happened. He asked three other shopkeepers, who had seen the dog, to describe it. The shopkeepers really did not want to help Balbir. So each of them made a statement which contained one truth and one lie.. Shopkeeper number 1 said: “The dog had black hair and a long tail.”. Shopkeeper number 2 said: “The dog had a short tail and wore a collar.”. Shopkeeper number 3 said: “The dog had white hair and no collar.”Based on the above statements, which of the following could be a correct description?
219934. On her walk through the park, Hamsa collected 50 coloured leaves, all either maple or oak. She sorted them by category when she got home, and found the following:The number of red oak leaves with spots is even and positive.The number of red oak leaves without any spot equals the number of red maple leaves without spots.All non-red oak leaves have spots, and there are five times as many of them as there are red spotted oak leaves.There are no spotted maple leaves that are not red.There are exactly 6 red spotted maple leaves.There are exactly 22 maple leaves that are neither spotted nor red.How many oak leaves did she collect?
219935. Eight people carrying food baskets are going for a picnic on motorcycles.Their names are A, B, C, D, E, F, G, and H. They have 4 motorcycles M1, M2, M3 and M4 among them. They also have 4 food baskets O, P, Q and R of different sizes and shapes and each can be carried only on motorcycles M1, M2, M3 and M4 respectively.No more than 2 persons can travel on a motorcycle and no more than one basket can be carried on a motorcycle. There are 2 husband-wife pairs in this group of 8 people and each pair will ride on a motorcycle together.C cannot travel with A or B. E cannot travel with B or F. G cannot travel with F, or H, or D.The husband-wife pairs must carry baskets O and P. Q is with A and P is with D.F travels on M1 and E travels on M2 motorcycles.G is with Q, and B cannot go with R.Who is travelling with H?
219936. In a family gathering there are 2 males who are grandfathers and 4 males who are fathers. In the same gathering there are 2 females who are grandmothers and 4 females who are mothers. There is at least one grandson or a granddaughter present in this gathering. There are 2 husband-wife pairs in this group. These can either be a grandfather and a grandmother, or a father and a mother. The single grandfather (whose wife is not present) has 2 grandsons and a son present. The single grandmother (whose husband is not present) has 2 grand daughters and a daughter present. A grandfather or a grandmother present with their spouses does not have any grandson or granddaughter present. What is the minimum number of people present in this gathering?
219937. I have a total of Rs. 1,000. Item A costs Rs. 110, item B costs Rs. 90, item C costs Rs. 70, item D costs Rs. 40 and item E costs Rs. 45. For every item D that I purchase, I must also buy two of item B. For every item A, I must buy one of item C. For every item E, I must also buy two of item D and one of item B. For every item purchased I earn 1,000 points and for every rupee not spent I earn a penalty of 1,500 points. My objective is to maximise the points I earn. What is the number of items that I must purchase to maximise my points?
219938. Four friends Ashok, Bashir, Chirag and Deepak are out for shopping. Ashok has less money than three times the amount that Bashir has. Chirag has more money than Bashir. Deepak has an amount equal to the difference of amounts with Bashir and Chirag. Ashok has three times the money with Deepak. They each have to buy at least one shirt, or one shawl, or one sweater, or one jacket that are priced Rs. 200, Rs. 400, Rs. 600, and Rs. 1,000 a piece respectively. Chirag borrows Rs. 300 from Ashok and buys a jacket. Bashir buys a sweater after borrowing Rs. 100 from Ashok and is left with no money. Ashok buys three shirts. What is the costliest item that Deepak could buy with his own money?
219939. In a ‘keep-fit’ gymnasium class there are 15 females enrolled in a weight-loss programme. They all have been grouped in any one of the five weight-groups W1, W2, W3, W4, or W5. One instructor is assigned to one weight-group only.Sonali, Shalini, Shubhra and Shahira belong to the same weight-group. Sonali and Rupa are in one weight-group, Rupali and Renuka are also in one weight-group. Rupa, Radha, Renuka, Ruchika, and Ritu belong to different weight groups. Somya cannot be with Ritu, and Tara cannot be with Radha. Komal cannot be with Radha, Somya, or Ritu. Shahira is in W1 and Somya is in W4 with Ruchika. Sweta and Jyotika cannot be with Rupali, but are in a weight-group with total membership of four. No weight-group can have more than five or less than one member.Amita, Babita, Chandrika, Deepika and Elina are instructors of weight-groups with membership sizes 5, 4, 3, 2 and 1 respectively. Who is the instructor of Radha?
219940. A king has unflinching loyalty from eight of his ministers M1 to M8, but he has to select only four to make a cabinet committee. He decides to choose these four such that each selected person shares a liking with at least one of the other three selected. The selected persons must also hate at least one of the likings of any of the other three persons selected. M1 likes fishing and smoking, but hates gambling. M2 likes smoking and drinking, but hates fishing. M3 likes gambling, but hates smoking, M4 likes mountaineering, but hates drinking, M5 likes drinking, but hates smoking and mountaineering. M6 likes fishing, but hates smoking and mountaineering. M7 likes gambling and mountaineering, but hates fishing. M8 likes smoking and gambling, but hates mountaineering. Who are the four people selected by the king?
219941.
Directions for the following four questions: Answer the questions based on the following information.A and B are two sets (e.g. A = Mothers, B = Women).The elements that could belong to both the sets (e.g. women who are mothers) is given by the set $$C = A \cap B$$.The elements which could belong to either A or B, or both, is indicated by the set $$D = A \cup B$$ .A set that does not contain any elements is known as a null set represented by $$\phi$$(e.g. if none of the women in the set B is a mother, then $$C = A \cap B$$ is a null set, or C = $$\phi$$).Let ‘V’ signify the set of all vertebrates, ‘M’ the set of all mammals, ‘D’ dogs, ‘F’ fish, ‘A’ alsatian and ‘P’, a dog named Pluto.Given that $$X = M \cap D$$ is such that $$X = D$$. Which of the following is true?
219945.
Directions for the following five questions: Answer the questions based on the following information.For the word given at the top of each table, match the dictionary definitions on the left (A, B, C, D) with their corresponding usage on the right (E, F, G, H). Out of the four possibilities given in the boxes below the table, select the one that has all the definitions and their usages correctly matched.EXCEED
219950.
The Union Government’s present position vis-a-vis the upcoming United Nations conference on racial and related discrimination world-wide seems to be the following: discuss race please, not caste; caste is our very own and not at all as bad as you think. The gross hypocrisy of that position has been lucidly underscored by Kancha Ilaiah. Explicitly, the world community is to be cheated out of considering the matter on the technicality that caste is not, as a concept, tantamount to a racial category. Internally, however, allowing the issue to be put on agenda at the said conference would, we are patriotically admonished, damage the country’s image. Somehow, India’s virtual beliefs elbow out concrete actualities. Inverted representations, as we know, have often been deployed in human histories as balm for the forsaken — religion being the most persistent of such inversions. Yet, we would humbly submit that if globalising our markets is thought as good for the ‘national’ pocket, globalising our social inequities might not be so bad for the mass of our people. After all, racism was as uniquely institutionalised in South Africa as caste discrimination has been within our society; why then can’t we permit the world community to express itself on the latter with a fraction of the zeal with which, through the years, we pronounced on the former?As to the technicality about whether or not caste is admissible into an agenda about race (that the conference is also about ‘related discriminations’ tends to be forgotten), a reputed sociologist has recently argued that where race is a ‘biological’ category caste is a ‘social’ one. Having earlier fiercely opposed implementation of the Mandal Commission Report, the said sociologist is at least to be complemented now for admitting, however tangentially, that caste discrimination is a reality, although, in his view, incompatible with racial discrimination. One would like quickly to offer the hypothesis that biology, in important ways that affect the lives of many millions, is in itself perhaps a social construction. But let us look at the matter in another way.If it is agreed — as per the position today at which anthropological and allied scientific determinations rest — that the entire race of homo sapiens derived from an originary black African female (called ‘Eve’), then one is hard put to understand how, one some subsequent ground, ontological distinctions are to be drawn either between races or castes. Let us also underline the distinction between the supposition that we are all god’s children and the rather more substantiated argument about our descent from ‘Eve’, lest both positions are thought to be equally diversionary. It then stands to reason that all subsequent distinctions are, in modern parlance, ‘constructed’ ones, and like all ideological constructions, attributable to changing equations between knowledge and power among human communities through contested histories here, there, and elsewhere.This line of thought receives, thankfully, extremely consequential buttress from the findings of the Human Genome project. Contrary to earlier (chiefly 19th-century colonial) persuasions on the subject of race, as well as, one might add, the somewhat infamous Jensen offerings in the 20th century from America, those finding deny genetic difference between ‘races’. If anything, they suggest that environmental factors impinge on gene-function, as a dialectic seems to unfold between nature and culture. It would thus seem that ‘biology’ as the constitution of pigmentation enters the picture first only as a part of that dialectic. Taken together, the originary mother stipulation and the Genome findings ought indeed to furnish ground for human equality across the board, as well as yield policy initiatives towards equitable material dispensations aimed at building a global order where, in Hegel’s stirring formulation, only the rational constitutes the right. Such, sadly, is not the case as everyday fresh arbitrary grounds for discrimination are constructed in the interests of sectional dominance.When the author writes ‘globalising our social inequities’, the reference is to
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