• Placement Questions

Frequently Asked Interview Questions and Answers

(#M40009716) OTHERS QUESTION Money Keep an EYE

A,B,C,D each had some money.D doubled the amounts with the others.C then doubled the amounts with the others.B then doubled the amount with the others.A then doubled the amount with the others.At this stage,each of them had Rs 80.Find the initial amount with C.

A) 45
B) 65
C) 95
D) 85

Asked In Others Bankim (13 years ago)

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(#M40009720) OTHERS QUESTION petrol and diesel Keep an EYE

The amount used to purchase 1ltr of petrol can be used to purchase 3ltrs of diesel or 5 ltrs of kerosene.Out of a certain amount,Rs 510 is spent on diesel.

How much is spent on kerosene if equal volumes of the 3 liquids are purchased with the total amount?

A) 300
B) 306
C) 382
D) 354

What will be the amount spent on petrol if the total amount referred in the above question,is instead spent to purchase equal volumes of petrol & kerosene?

A) 1250
B) 1275
C) 1955
D) 1360

Asked In Others Bankim (13 years ago)

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(#M40009091) OTHERS QUESTION Reversing digits Keep an EYE

Ritu was asked to multiply a two-digit number N by a three-digit number M. But she mistakenly multiplied N by the number formed by writing the digits of M in the reverse order, thereby getting an answer which was 22770 more than the correct answer.

1) Find the correct product of N and M, if it is known that had Ritu reversed the digits of both the numbers N and M, she would have got an answer 12816 more than her earlier answer.
A. 9982
B. 13284
C. 32752
D. 45568
E. 13842

2) What is the minimum possible sum of the digits of M?
A. 8
B. 11
C. 6
D. 5
E. 7

Asked In Others Bankim (13 years ago)

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(#M40009087) DELL QUESTION sum of 12 numbers Keep an EYE

Q. Which of the following cannot be the sum of 12 consecutive odd natural numbers?

Option
a) 2300
b) 2924
c) 3644
d) 4356
e) All of these

Asked In Dell Bankim (13 years ago)

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(#M40009717) OTHERS QUESTION AP series Keep an EYE

If the sum of 101 distinct terms in arithmetic progression is zero, in how many ways can three of these terms be selected such that their sum is zero ?

Asked In Others Bankim (13 years ago)

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(#M40009090) OTHERS QUESTION Interest Keep an EYE

an amount of rs 20900 is taken as loan at 9% p.a If it is to be repaid in 2 equal annual installments, then what is the value of each installment??

Asked In Others Bankim (13 years ago)

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(#M40009028) OTHERS QUESTION Jack and Jill Keep an EYE

A hill of 440 yards is there. Two competitors JACK and JILL go up the hill, first JACK reaches the topmost and immediatly starts back and meet JILL 20 yards from the topmost point. Finally JACK reaches the starting point 0.5 minutes earler than JILL. Speed while coming down is 1.5 times the speed of going up. Find the time taken by JACK for whole journey (880 yards)?

Asked In Others Bankim (13 years ago)

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(#M40010557) OTHERS QUESTION hare and tortoise Keep an EYE

Tortoise travels uniformly 20 km a day. The hare, starting from the same point three days later to overtake the tortoise, travels at the uniform rate of 15 km the first day, at a uniform rate of 19 km the second day, and so forth in arithmetic progression. After how many days does the hare catches up with the tortoise?

Asked In Others Bankim (13 years ago)

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(#M40010553) OTHERS QUESTION cars on road Keep an EYE

Two cars A and B drive straight towards the same point P with speeds a and b respectively. At the start, A, B and P form an equilateral triangle. After some time A and B move to the new positions, B covers 80 miles, and ABP becomes a right triangle. At the moment when A arrives at P, B is 120 miles away from P. What is the distance between A and B in the beginning?

Asked In Others Bankim (13 years ago)

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(#M40010112) ORKUT QUESTION Ration Keep an EYE

Q. 6 guys can each carry a maximum of a 10 day ration-supply; they are on the edge of a desert; so they could all walk together straight out into the desert for 5 days, then return home. That's clear! But not much fun.

Well, in order to make this puzzle possible, they decide on a plan of action to send one of them as far as possible straight out into the desert, such that this "chosen one" can then return home, naturally!

Their plan uses 2 strategies:
1- hiding spots for supplies
2- guys giving supplies to other guys

And to make your life easier, the hiding and/or remitting of supplies is always at day's end, and in "packets" of one-day-rations.

Their plan is also such that in total, the least possible packets have been hidden. A packet weighs 7 pounds.

Finally, the guys walk at same speed: 23 miles per day.

How many miles was the "chosen" one able to go into the desert, and how many "pounds" were hidden?

Asked In Orkut Bankim (13 years ago)

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