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Multiple Choice Questions
1. The unit digit in the product of $$(8267)^{153} \times (341)^{72}$$ is
(A): 1
(B): 2
(C): 7
(D): 9
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IIFT 2012 Question Paper
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QA->A shopkeeper wants to get 20% gain on an article after allowing a discount of 15%. If the article costs him Rs.153, what price should be mark on the article?....
MCQ->The unit digit in the product of $$(8267)^{153} \times (341)^{72}$$ is....
MCQ->If N = 196, the result of the following program will be
INTEGER N, DIGIT 1, DIGIT 2, DIGIT 3,
SUM
READ, N
DIGIT 1 = N - (N / 10) 10 N = N / 10
DIGIT 2 = N - (N / 10) 10 N = N / 10
DIGIT 3 = N - (N / 10) 10
SUM = DIGIT 1 + DIGIT 2 + DIGIT 3....
MCQ->Some equations are solved on the basis of a certain system. Find the correct answer for the unsolved equation on that basis.$$If7\times 9\times 6\times 5\times=5\times 7\times 4\times 3\times,$$ $$then8\ \times 4\times 14\times 12\times=?$$ ....
MCQ-> In each question below, a group of digits/symbols is given, followed by four combinations of letters numbered (1), (2), (3), and (4). You have to find out which of the combinations (1), (2), (3) and (4) correctly represents the group of digits/symbols based on the following coding system and the conditions those follow and mark the number of that combination as your answer. If none of the four combinations correctly represents the group of digits/symbols, mark (5) i.e.,’None of these’ as the answer Digit/Symbol 5 9 @ © 3 8 1 $ % 4 2 6 * 7 $$\delta$$ # Letter Code B E P A K D F H Q I R J U M V T Conditions (a) If the first unit in the group is an even digit and the last unit is a symbol, both these are to be coded as the code for the symbol. (b) If the first unit in the group is an odd digit and the last unit is an even digit, their codes are to the unchanged. (c) If both the first and the last units in the group are symbols, both these are to be coded as ‘X’.@91$26
....
MCQ-> Read the following information, graph and table and answer the questions that follow. Ellen Inc. is a Mumbai based company which sells five products branded as A, B, C, D and E in India. Anita looks after entire sales of North India working from regional office in Delhi. She was preparing for annual review meeting scheduled next day in Mumbai. She was attempting to analyse sales in North India for the seven year period from 2009 to 2015. She first calculated average sales in rupees of all the five brands and constructed a table exhibiting the difference between average sales of each pair of brands as shown in the following table:
Average Sales of Product A minus Average Sales of Product B After taking a print out of the above table, she attempted to look at the trend of sales and plotted a graph in MS Excel. Later she took a print out of the graph and left for a meeting. While on her way she figured out that due to some printer cartridge problem sales of Product A in 2013, Product C in 2010, and Product D in 2012 were not visible in the graph as reproduced below. Anita had to make some quick calculations to arrive at the information outlined in the following question.
What are the sales of Product A in 2013, Product C in 2010 and Product D in 2012?
....
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