Ivory tower Interview Questions Answers, HR Interview Questions, Ivory tower Aptitude Test Questions, Ivory tower Campus Placements Exam Questions

20 common asked question in every interview

Ques:- If 1/4 of the time from midnight plus 1/2 of the time from now to midnight is the present time, then What is the present time?

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Ques:- How will you prove to be an asset to this organization?

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Ques:- The average of first 10 odd numbers is?

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Ques:- In a class there are 20 boys and 25 girls. In how many ways can a boy and a girl be selected?

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Ques:- Why do you want to work in BPO?

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Ques:- A, B, C, D, E and F are six cities which are collinear in the same order. The distance between any two adjacent cities is equal. A bus starts at A for city F. It takes 25 minutes for the bus to travel from one city to another and stops for 5 minutes at each place. If the bus reaches E at 8:55, then at what time did it reach station B?

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Ques:- WHAT MOTIVATES YOU TO WORK

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Ques:- Brief me something about yourself?

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Ques:- Which do you prefer:Fame or money?

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Ques:- Why you want to come in this new field?

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Ques:- A car travels a certain distance taking 7 hrs in forward journey, during the return journey increased speed 12km/hr takes the times 5 hrs.What is the distance travelled

A. 210 kms

B. 30 kms

C. 20 kms

D. none of these

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Ques:- Three piles of chips–pile I consists one chip, pile II consists of chips, and pile III consists of three chips–are to be used in game played by Anita and Brinda.The game requires:a)That each player in turn take only one chip or all chips from just one pile.b)That the player who has to take the last chip loses.c)That Anita now have her turn.From which pile should Anita draw in order to win?

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Ques:- The product of 5 different temperatures is 12. If all of them are integers then find all the temperatures.

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Ques:- Classic: If a bear walks one mile south, turns left and walks one mile to the east and then turns left again and walks one mile north and arrives at its original position, what is the color of the bear.

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Ques:- What are your academic achievements?

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Ques:- Which is the largest?

A. (125)^15

B. (5)^125

C. (625)^20

D. (25)^10

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Ques:- What do you expect from the company if you get hired?

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Ques:- Tell me honestly about the strong points and weak points of your boss (company, management team, etc.)

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Ques:- What’ your family background?

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Ques:- 98th term of the infinite series 1, 2, 3, 4, 1, 2, 3, 4, 1, 2, …… is

A. 1

B. 2

C. 3

D. 4

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Ques:- What is the difference between aim & objectives?

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Ques:- A garrison of 2000 men has provisions for 54 days. At the end of 15 days, a reinforcement arrives, and it is now found that the provisions will last only for 20 days more. What is the reinforcement?

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Ques:- If the product has fail can you sell that to customer?

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Ques:- 21 mango trees, 42 apple trees and 56 orange trees have to be planted in rows such that each row contains the same number of tress of one variety only. Minimum number of rows in which the trees may be planted is

A. 2

B. 5

C. 12

D. 17

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Ques:- The H.C.F and L.C.M of two numbers are 44 and 264 respectively. If the first number is divided by 2, the quotient is 44. The other number is

A. 66

B. 132

C. 264

D. 528

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Ques:- 5 men and 12 boys finish a piece of work in 4 days, 7 men and 6 boys do it in 5 days. The ratio between the efficiencies of a man and boy is?

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Ques:- In each questions below are given two statements followed by two conclusions numbered I and II.
Statements :
Some kings are queens. All queens are beautiful.
Conclusions :
I. All kings are beautiful.
II. All queens are kings.

A. if only conclusion I follows

B. if only conclusion II follows

C. if either conclusion I or II follows

D. if neither conclusion I nor II follows

E. if both conclusions I and II follow

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Ques:- What do you consider to be your greatest achievements to date? Why?

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Ques:- When Seeta made necklaces of either 16 beads, 20 beads or 36 beads, not a single bead was left over. What could be the least number of beads Seeta had?

A. 700

B. 710

C. 720

D. 740

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Ques:- What is the least number to be subtracted from 696 to make it a perfect square?

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