MBA Entrance Exam Question Paper

I want to get the question paper of MBA Entrance Exam, can you please provide me that?

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As you want to get the question so I n paper of MBA Entrance Exam, so I am giving you questions of that paper:

1. Consider the set   2,3, 4........2 1 , S n  
where m is n positive integer than 2007.
Define X as the average of the odd
integers in S and Y as the average of the
even integers in S. What is the value of X
– Y?
a. 0
b. 1
c. 1
2
n
d. 1
2
n
n

e. 2008

2. Ten years ago, the ages of the members of
a joint family of eight people added up to
231 years. Three years later, one member
died at the age of 60 years and a child was
born during the same year. After another
three years, one more member died, again
at 60, and a child was born during the
same year. The current average age of this
eight-member joint family is nearest to:
a. 23 years
b. 22 years
c. 21 years
d. 25 years
e. 24 years

3. A function f(x) satisfies f(1) = 3600, and
f(1) + f(2)+ ……+f(n) = n2f(n), for all
positive integers n > 1. what is the value of
f(9)?
a. 80
b. 240
c. 200
d. 100
e. 120

4. Suppose you have a currency, named
Miso, in three denominations: 1 Miso, 10
Misos and 50 Misos. In how many ways
can you pay a bill of 107 Misos?
a. 17
b. 16
c. 18
d. 15
e. 19

5. A confused bank teller transposed the
rupees and paise when he cashed a cheque
for Shailaja, giving her rupees instead of
paise and paise instead of rupees. After
buying a toffee for 50 paise, Shailaja
noticed that she was left with exactly three
times as much as the amount on the
cheque. Which of the following is a valid
statement about the cheque amount?
a. Over Rupees 7 but less than Rupees 8
b. Over Rupees 22 but less than Rupees
23
c. Over Rupees 18 but less than Rupees
19
d. Over rupees 4 but less than Rupees 5
e. Over Rupees 13 but less than Rupees
14

6. How many pairs of positive integers m, n
satisfy 1 4 1
12 m n
  , where n is an odd
integer less than 60?
a. 6
b. 4
c. 7
d. 5
e. 3

Direction for questions 7 to 10: Each question
is followed by two statements A and B indicate
your responses based on the following
directives:
if the question can be answered using a alone
but not using B alone.

7. The average weight of a class of 100
students is 45 kg. The class consists of two
sections, I and 11, each with 50 students.
The average weight, WI’ of Section I is
smaller than the average weight WII’ of
Section II. If the heaviest student say
Deepak, of Section II is moved to Section
I, and the lightest Student, say Poonam, of
Section I is moved to Section II, then the
average weights of the two sections are
Section I becomes WII and that of Section
II becomes WI. What is the weight of
Poonam?
A. 1.0 II I W W  
B. Moving Deepak from section II to I
(without any more from I to II) makes
the average weights of the two sections
equal.
a. If the question can be answered using a
alone but not using B alone.
b. If the question can be answered using
B alone but not using A alone.
c. If the question can be answered using
A and B together, but not using either
A or B alone.
d. If the question cannot be answered
even using A and B together.

8. ABC Corporation is required to maintain
at least 400 Kilolitres of water at all times
in its factory, in order to meet safety and
regulatory requirements. ABC is
considering the suitability of a spherical
tank with uniform wall thickness for the
purpose. The outer diameter of the tank is
10 meters. Is the tank’ capacity adequate
to meet ABC’s requirements?
A. The inner diameter of the tank is at
least 8 meters.
B. The tank weighs 30,000 kg when
empty, and is made of a material with
density of 3gm/cc.
a. If the question can be answered using a
alone but not using B alone.
b. If the question can be answered using
B alone but not using A alone.
c. If the question can be answered using
A and B together, but not using either
A or B alone.
d. If the question cannot be answered
even using A and B together.

9. Consider integers x, y and z. What is the
minimum possible value of 2 2 2 x y z   ?
A. 89 x y z   
B. Among x, y, z two are equal
a. If the question can be answered using a
alone but not using B alone.
b. If the question can be answered using
B alone but not using A alone.
c. If the question can be answered using
A and B together, but not using either
A or B alone.
d. If the question cannot be answered
even using A and B together.

10. Rahim plans to draw a square JKLM with
a point O on the side JK but is not
successful. Why is Rahim unable to draw
the square?
A. The length of OM is twice that of OL.
B. The length of OM is 4 cm.
a. If the question can be answered using a
alone but not using B alone.
b. If the question can be answered using
B alone but not using A alone.
c. If the question can be answered using
A and B together, but not using either
A or B alone.
d. If the question cannot be answered
even using A and B together.

MBA Entrance Exam Question Paper




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