IIFT 2018 LR | Previous Year IIFT Paper
Find the value of X.
- A.
299
- B.
399
- C.
298
- D.
308
Answer: Option A
Explanation :
The logic is 54 x 7 = (79 + X)
Thus, X = 378 – 79 = 299
Hence, option (a)
Workspace:
Answer the following question based on the information given below.
Six friends Albert, Betty, Claire, Daisy, Evan and Fred who are working in different organizations, are looking for a switch in their jobs. They came across an advertisement in the newspaper regarding a job fair being organized in New Delhi. After enrolling for the fair, different days are allotted to each one of them from Monday to Saturday not necessarily in the same order, starting from the Monday. They also had to arrange for their stay in different hotels to concentrate well while preparing for the upcoming interviews namely Taj, Hilton, Crowne Plaza, Radisson, Hyatt and Marriott. Additional information provided is as follows:
- Albert prefers to stay in Taj but not in Hilton. Albert does not work in Whirlpool and participates in the job fair on Monday. The person who works in Whirlpool participates in the job fair on Saturday.
- Fred does not stay in Hyatt but works in Himalaya.
- Betty and Daisy participate in the job fair on consecutive days.
- Claire participates in the job fair on the day before the person staying in Crowne plaza but on the next day of Pepsi employee.
- The person working with Oppo participates in the job fair on Friday and does not stay in Hilton.
- Claire who is working with Nestle participates in the Job fair at a gap of one day prior to Evan.
- Daisy stays in Marriot attends the conference on the last day of the week.
- The person working with Apple stays in Radisson.
Which of the following friend is working with Apple?
- A.
Albert
- B.
Daisy
- C.
Evan
- D.
Fred
Answer: Option C
Explanation :
Using the statements i, vii, iii, v, vi and iv in the given sequence, we get the following table:
Now, Fred definitely attended the job fair on Wednesday. Using statements ii, viii and vi, the complete arrangement is as follows:
Now all the questions can be answered.
Hence, option (c).
Workspace:
Who participated in the job fair on Wednesday?
- A.
Claire
- B.
Daisy
- C.
Fred
- D.
Albert
Answer: Option C
Explanation :
Using the statements i, vii, iii, v, vi and iv in the given sequence, we get the following table:
Now, Fred definitely attended the job fair on Wednesday. Using statements ii, viii and vi, the complete arrangement is as follows :
Consider the previous solution.
Hence, option (c).
Workspace:
If the current salary packages of the friends working in Whirlpool, Nestle, Himalaya, Pepsi, Oppo and Apple are 20, 30, 40, 50, 60 and 70 lakhs per annum in the same order, then at the time of participating in job fair find the average annual package of Albert, Betty and Fred?
- A.
30 lakhs per annum
- B.
90 lakhs per annum
- C.
20 lakhs per annum
- D.
50 lakhs per annum
Answer: Option D
Explanation :
The table with salary :
Average salary of Albert, betty and Fred lacs
Hence, option (d).
Workspace:
Which of the following friend is staying in Hilton?
- A.
Daisy
- B.
Claire
- C.
Albert
- D.
Betty
Answer: Option B
Explanation :
The table with salary :
Hence, option (b).
Workspace:
Answer the following question based on the information given below.
Richie invites three of his friends Sunny, Pinky, and Nancy for his birthday party organized at his home. As the party goes on till late in the night, Sunny, Pinky, and Nancy choose to stay at Richie's house. Being good friends they usually stay back at each other's house. Each of them including Richie stay either in the room painted blue or in the painted purple. They have adequate number of rooms of both colours. The preferences which need to be fulfilled are:
- If sunny stays in the room painted purple, then Pinky and Richie stay in the same room as Nancy.
- If Pinky stays in the room painted purple, then Sunny stays in the room in which Nancy and Richie don't stay.
- If Nancy stays in the room painted blue, then Sunny and Richie stay in the room which Pinky has chosen.
- If Richie stays in the room painted Blue then Sunny and Pinky do not stay in the same room as Nancy.
Under all possible combinations which of the two friends will always have their room colours unchanged.
- A.
Richie & Sunny
- B.
Pinky & Richie
- C.
Nancy & Sunny
- D.
Nancy & Pinky
Answer: Option C
Explanation :
The following table can be made using the given 4 conditions :
Case 2a, 3a and 4a violates condition I, so these 3 cases are invalid.
Case 1a, 1b violates condition iii, so these cases are invalid.
Case 3b violates condition iv, so this case is invalid.
Finally we have the following two cases:
Nancy & Sunny.
Hence, option (c).
Workspace:
If Richie chose to stay in the room painted blue, then in which room does Pinky stay?
- A.
Purple
- B.
Blue
- C.
Data Inadequate
- D.
None of the above
Answer: Option A
Explanation :
The following table can be made using the given 4 conditions :
Case 2a, 3a and 4a violates condition I, so these 3 cases are invalid.
Case 1a, 1b violates condition iii, so these cases are invalid.
Case 3b violates condition iv, so this case is invalid.
Finally we have the following two cases:
Purple
Hence, option (a).
Workspace:
If Pinky does not like to stay in the blue painted room, then where will Sunny stay?
- A.
Blue
- B.
Purple
- C.
Data Inadequate
- D.
None of the above
Answer: Option A
Explanation :
The following table can be made using the given 4 conditions :
Case 2a, 3a and 4a violates condition I, so these 3 cases are invalid.
Case 1a, 1b violates condition iii, so these cases are invalid.
Case 3b violates condition iv, so this case is invalid.
Finally we have the following two cases:
Blue
Hence, option (a).
Workspace:
Answer the following questions based on the information given below.
An agent has to send as secret message to CBI office in Delhi. He needs to compile his message using following 12 code words - Scare, Logical, Mouse, Beauty, Helping, Roses, Cats, Doctor, Arguments, Crude, Ferry and mineral. The agent compiles the coded message and delivers it to CBI office in from of a 4 × 3 matrix. Each coded word has been allocated a position in the matrix (1 × 2 position represents row 1 and column 2). The clues to compile the secret message are:
- The word in 2 × 1 and 3 × 1 have the same number of letters.
- Roses is to the immediate left of Beauty and Mineral is immediately above Roses.
- The word in 4 × 3 is shorter than the word in 1 × 2.
- Ferry is separated from Helping horizontally by only one word Logical.
- Arguments is at position 2 × 3 in the matrix and the word immediately below it has odd number of letters.
- Crude and Doctor are in the same horizontal row and Crude is to the right of Doctor.
- Cats is not the same row or columns as Mouse.
The product of the position of a coded word is 8. Identify the word.
- A.
Crude
- B.
Helping
- C.
Beauty
- D.
Scare
Answer: Option A
Explanation :
The words in 2 × 1 and 3 × 1 can have either 7 letters or 5 letters.
Case 1: The words in 2 × 1 and 3 × 1 have 7 letters :
Using message iv and ii, it is clear that The words in 2 × 1 and 3 × 1 have to be Logical and Mineral respectively. Now 2x3 must have word ferry, but it is given in message v, that Argument is at position 2 × 3. So this case is invalid.
Case 2: The words in 2 × 1 and 3 × 1 have 5 letters :
Using message ii, and message v, following cases can be made :
Case 2a : Logical has to be either at position 3 × 2 or at 4 × 2, we get two cases further using all the conditions:
Case 2aa is valid, while case 2ab violates the message iii.
Case 2b : Logical has to at position 1 × 2. Now the word, Doctor has to be at position 2 × 1 or 3 × 1, while this positions have words of five letters. So this case is invalid.
The valid case is as follows :
Crude
Hence, option (a).
Workspace:
The sum of letters of which row is 19?
- A.
1
- B.
2
- C.
3
- D.
4
Answer: Option C
Explanation :
Consider the solution to first question of this set.
Number of letters in
Row 1 - 7 + 5 + 5 = 17
Row 2 - 5 + 6 + 9 = 20
Row 3 - 5 + 7 + 7 = 19
Row 4 - 6 + 5 + 4 = 15
Hence, option (c).
Workspace:
Which word is represented in 4 × 3?
- A.
Scare
- B.
Crude
- C.
Cats
- D.
Data Inadequate
Answer: Option C
Explanation :
Consider the solution to first question of this set.
Cats
Hence, option (c).
Workspace:
Which of the following are placed diagonally in the matrix
- A.
Ferry-Mineral
- B.
Mineral-Mouse
- C.
Beauty-Scare
- D.
Arguments-Roses
Answer: Option C
Explanation :
Consider the solution to first question of this set.
Beauty – Scare
Hence, option (c).
Workspace:
Answer the following question based on the information given below.
Eight officers of Indian Trade Service meet for a cup of coffee at coffee point. The officers P, Q, R, S, T, U, V and W are seated in a circle and discuss issues related to Trade in Series, Trade in Intellectual Property Rights, Investments, Tariffs, Remedies, Standards, Trade Facilitation and Subsidies not necessarily in the same order. An MBA student sitting on the next table overheads the discussion and ranks the issues as per their importance from 1 to 8. Not two officers can have the same position. Additional information available is:
- P is sitting to the immediate left of S and the officer opposite to S discusses issues pertaining to Remedies.
- U's issues is ranked 7th and there is one officer between U and the officer whose issue is ranked 2nd .
- The officer whose issue is ranked 1 is not opposite to the officer whose issue is ranked 8 who represent issues related to Investments.
- The ranks of the issues raised by the officers sitting opposite to each other cannot be both even or both odd.
- The officer discussing issues related to Trade in Services is sitting opposite to T. T is sitting at a gap of one place from p.
- R is sitting opposite to Q and represent issues related to standards and Trade in Intellectual Property Rights not necessarily in the same order.
- P's issue was ranked 4th and he was discussing issues related to Tariffs and sits opposite to the officer ranked 5th who represents issues related to Subsidies.
- The officers representing issues related to Trade in Services and Trade Facilitation are sitting adjacent to each other.
Which officer discusses Remedies and what is its rank?
- A.
P-4
- B.
S-1
- C.
U-7
- D.
V-5
Answer: Option C
Explanation :
R and Q are opposite to each other and T is one place away from P. Thus one among R and Q is sitting to the immediate left of P. Now using v and viii, the position of T and the officers who discussed Trade in Services and Trade Facilitation can be determined and T’s issue is related to Investments.
Using conditions ii and iv, U’s issue has to be Remedies. One among, Standards and Trade is Intellectual Property Rights has the rank 2nd. The rank of the issue of Trade Facilitation must be 6th.
U – 7.
Hence, option (c).
Workspace:
If the officer V is to the immediate right of the officer representing Trade Facilitation, then the officer 4th to the right of V discusses which issue?
- A.
Tariffs
- B.
Remedies
- C.
Subsidies
- D.
Investments
Answer: Option D
Explanation :
Consider the solution to first question of this set.
Investments.
Hence, option (d).
Workspace:
Which possible issues can be represented by W?
- A.
Standards-Trade in Intellectual Property Rights
- B.
Subsidies-Standards
- C.
Trade in Services-Subsidies
- D.
Trade in Services-Trade in Intellectual Property Rights-Subsidies
Answer: Option C
Explanation :
Consider the solution to first question of this set.
Trades in Services – Subsidies.
Hence, option (c).
Workspace:
The officer to the 4th right to the officer discussing the issues related to Remedies, is discussing which issue?
- A.
Trade in Intellectual Property Rights
- B.
Trade Facilitation
- C.
Investments
- D.
Subsidies
Answer: Option B
Explanation :
Consider the solution to first question of this set.
Trade Facilitation.
Hence, option (b).
Workspace:
Answer the following question based on the information given below.
A consultant to Department of Commerce, Government of Bianca has suggested 30 products which have high export potential. Dora an entrepreneur and prospective3 exporter notices that these products can be grouped in three ways- Machine made goods, Handmade goods and intermediate goods. Among these 30 products some products are both machine made and intermediate goods but not intermediate goods. Some products are handmade and not intermediate goods but not machine made goods. Further it is seen that handmade-machine made goods are 1 less than machine made-intermediate goods. Similarly the total number of handmade-intermediate goods is 1 less than machine made-intermediate goods. There are just 4 products common across all products groups i. e. machine made-handmade- intermediate goods. Apart from this the number of only handmade goods is same as only machine made goods but less than only intermediate goods. Each product group/combination has at least one product.
Dora prefers to export machine made goods and avoid hand made goods. She finds out that only handmade goods are twice the machine made-intermediate goods and the number of only intermediate goods is an even number. Whereas her close friend Sara prefers to export intermediate goods followed by only handmade goods.
Sara and Dora prefer to exports as many common products as possible in order to understand the regulatory conditions. Keeping their preferences intact, what is the maximum number of common products which can be exported by both of them?
- A.
2
- B.
4
- C.
14
- D.
Data Inadequate
Answer: Option A
Explanation :
2a + a – 1 + 4 + a + 2a + a – 1 + b = 30
7a + b = 28
b has to be a multiple of 7.
if b = 7, ⇒ a = 3
if b = 14, ⇒ a = 2
if b = 21, ⇒ a = 1
Given, b = even, Thus, b = 14, a = 2
Products common to M & I = 2.
Hence, option (a).
Workspace:
If another exporter Abeer prefers to export only intermediate goods, then the total number of products which both Abeer and Dora export are
- A.
24
- B.
20
- C.
22
- D.
21
Answer: Option B
Explanation :
(Intermediate + Machine) – Handmade
= 14 + 2 + 4 = 20
Hence, option (b).
Workspace:
Based on the information given below, answer the questions which follow.
Nautanki is famous play group from Eastern India is playing different shows every hour starting from 10 am with a two hour lunch break from 1 pm to 3 pm after which the show resumes at 3 pm. Entry tickets for different shows are coded with 7 words each day. The same words are rearranged for different shows following a difinite rule. For example:
If on some other day, for the fourth show the code is
'All of Delhi welcome to the show'
Then the code for entry ticket for the first show on that day is
- A.
The of all welcome to show Delhi
- B.
The of Delhi welcome all show to
- C.
The of to welcome all to Delhi
- D.
The of show welcome all to Delhi
Answer: Option C
Explanation :
Except for position 2 and 4, words are shifting in the following manner :
From position 1 – 7 – 5 – 6 – 3 – 1
Following the same pattern all the questions can be answered.
Hence, option (c).
Workspace:
If the entry code for the show at 7 pm is
'Do things to help others in difficulty '
Then the code for entry ticket for the show at 12 noon of that day was
- A.
Do things others help to in difficulty
- B.
Do things to help others in difficulty
- C.
Do things to help in difficulty others
- D.
Do things difficulty help to others in
Answer: Option B
Explanation :
There are 4 shows between 7 pm show and noon show.
Reverse patterns : 1 – 3 – 6 – 5 – 7 – 1. So after every 4 shows, the pattern will be same. So the code for entry ticket for the show at 12 noon will be same as 7 pm show.
Hence, option (b).
Workspace:
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