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Frequently Asked GMAT Latest Exam Pattern - GMAT Sample Question with Solutions

(#M40000266) GMAT QUESTION Keep an EYE

A vendor sells 60 percent of apples he had and throws away 15 percent of the remainder. Next
day he sells 50 percent of the remainder and throws away the rest. What percent of his apples
does the vendor throw?
(A) 17 (B) 23
(C) 77 (D) None of these
(E) 75

Asked In GMAT neeraj (10 years ago)

Solved venugopal Read Solution (14)

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(#M40105426) GMAT QUESTION Keep an EYE

A person leaves his house and travelling at 4 kmph reaches his office 10 minutes late. Had he travelled at 7kmph he would have been 20 mins early. Find the distance from the house to the office?
a)14/3 b)2 c)14/9 d)14/6

Asked In GMAT Jaspalsingh Parmar (5 years ago)

Unsolved Read Solution (1)

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(#M40105422) GMAT QUESTION Keep an EYE

A train takes 10 seconds to cross a man standing on a platform and 44 seconds to cross the platform. What is the length of the platform. What is the length of the platform if the speed of the train is 72 kmph?
a)440 m b)570 m c)680 m d)none of these

Asked In GMAT Jaspalsingh Parmar (5 years ago)

Unsolved Read Solution (1)

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(#M40105431) GMAT QUESTION Keep an EYE

Two trains of length 150 m and 250m run on parallel lines. When they run in the same direction it will take 20 seconds to cross each other and when they run in opposite direction it will take 5 seconds. Find the speeds of the two trains.
a)180 and 108 b)272 and 211 c)123 and 828 d)none of these

Asked In GMAT Jaspalsingh Parmar (5 years ago)

Unsolved Read Solution (5)

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(#M40105428) GMAT QUESTION Keep an EYE

A train crosses two persons, cycling in the same direction as the train in 12 and 18 seconds respectively. If the speeds of the two cyclists are 9 and 18 kmph respectively. Find the length and speed of the train.
a)80 m b89 m c)98 m d)90 m

Asked In GMAT Jaspalsingh Parmar (5 years ago)

Unsolved Read Solution (1)

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(#M40010385) GMAT QUESTION Keep an EYE

Two trains X and Y are moving in opposite direction, one from station A to station B and the other from station B to station A. The train X reaches its destination i.e. station A in 14 hours and the train Y reaches its destination i.e. station B in 20 hours after the trains meet. If the speed of train X is 20 km per hour, then what is the speed of the train Y ?

Asked In GMAT Devendra Marghade (8 years ago)

Solved Garima Read Solution (4)

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(#M40000267) GMAT QUESTION Keep an EYE

The product of two positive numbers is p. If each of the numbers is increased by 2, the new
product is how much greater than twice the sum of the two original numbers?
(A) p-2
(B) p
(C) p+2
(D) p+4
(E) 2p+4

Asked In GMAT neeraj (10 years ago)

Solved Karthik Pandiyan Read Solution (12)

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(#M40000264) GMAT QUESTION Keep an EYE

The marks scored by a student in three subjects are in the ratio of 4: 5: 6. If the candidate scored
an overall aggregate of 60% of the sum of the maximum marks and the maximum mark in all
three subjects is the same, in how many subjects did he score more than 60%?
(A) 1
(B) 2
(C) 3
(D) None of the subjects

Asked In GMAT neeraj (10 years ago)

Solved Vadivelan M Read Solution (5)

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(#M40105438) GMAT QUESTION Keep an EYE

How long will a train 100 m long and travelling at a speed of 45 kmph,take to corss a platform of length 150 m?
a)20 sec b)29 sec c)27 sec d)cannot be determined

Asked In GMAT Jaspalsingh Parmar (5 years ago)

Unsolved Read Solution (2)

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(#M40000252) GMAT QUESTION Keep an EYE

A man spends 75% of his income, when his income is increased by 20%, he increases his expenditure by 10%. By how much per cent are his savings increased

Solution

Let the income of the man = x
then expenditure = 0.75x and savings = 0.25x
now after 20 % increment income = 1.2x and with 10 % increment in the expenditure it will be 0.75x*1.1 = 0.825x
so savings = 1.2x - 0.825x = 0.375x
so new % of savings relative to new income = (0.375x/1.2x)*100
= 0.3125*100 = 31.25 %

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Asked In GMAT neeraj (11 years ago)

Solved Renjith C G Read Solution (6)

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