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New Type Table Charts DI MBA CET Actual Questions

MBA CET New Type Questions

Ram has 5000 litres of pure milk. He sells 40% of the total milk to six

different persons (A,B,C,D,E,F) and the remaining 60% of total milk he

utilizes in his own shop. Each person, A, B, C, D, E, and F mixes water in

pure milk. The following table given below shows the sales of milk to six

different persons by Ram as a percentage of total sales and it also shows

the concentration of water after adding water in pure milk by each of the

six persons. 



Question 1.

 What is the difference between the total quantity of water added by

Person A and that of Person C? (approximately)

A. 105 liters 

B. 99 liters 

C. 91 liters

D. 95 liters 

E. 102 liters 

Question 2.

What is the respective ratio of the total quantity of water added by

Person C and the total quantity of water added by Person E?

A. 81 : 287
B. 9 : 32
C. 3 : 11

D. 85 : 287
E. None of these

Question 3.

 Who among the following added least quantity (In litres) of water in

pure milk?

A. A 

B. B 

C. C

D. E 

E. F

Question 4.

 Suppose, A, B, and C mix their solutions in one can then what would be

the concentration of milk in the new solutions? (approximately)

A. 75.2% 

B. 78.21% 

C. 80.25%

D. 85.24% 

E. 72.68%

Question 5.

 How many total liters of water was added by all the persons together?

(approximately)

A. 500 liters 

B. 550 liters 

C. 450 liters

D. 490 liters 

E. 520 liters

Question 6.

Suppose, all of them mixed the solution together in one can and boiled

it then 200 liters of water were evaporated then what is the

concentration of pure milk in the new solution? (approximately)

A. 92.28% 

B. 85.24% 

C. 91.42%

D. 78.45% 

E. 87.34%

Explanation

Question 1-

 40% of 5000 = 2000 liters Ram sells to six persons    

Let Person A add ‘a’ liters of water then the total quantity of solution = 480 + ‘a’

liters, in which the concentration of water is 24%

Therefore, 24% of (480 + a) = a

100a = 24 × 480 + 24a

76a = 24 × 480

A = 2880/19 liters = approximately 151.58 liters = Quantity of water added by

Person A

Similarly, Let the person C add c liters of water then

18% of (240 + c) = c

82c = 240 × 18

C =

2160 liters = 52.68 liters approximately = quantity of water added by person

41 C

The required difference = 151.58 – 52.68 = 98.9 liters = approximately 99 liters

Hence, option B is correct.



Question 2-

 Let the person C add c liters of water then

18% of (240 + c) = c

82c = 240 × 18

C = 2160/41 liters = 52.68 liters approximately

= quantity of water added by person C

Let the person E add e liters of water

Then, 25% of (560 + e) = e

75e = 560 × 25

E =560/3 liters = quantity of water added by person E

Reqd. ratio = 2160/41

:

560/3 = 81 : 287

Hence, option A is correct.



Question 3-

 Let Person A add ‘a’ liters of water then the total quantity of solution = 480 + ‘a’

liters, in which the concentration of water is 24%

Therefore, 24% of (480 + a) = a

100a = 24 × 480 + 24a

76a = 24 × 480

a =2380/19  liters = approximately 151.58 liters 

= Quantity of water added by Person A

Let the person B add b liters of water then,

10% of (200 + b) = b b = quantity of water added by Person B

=

200/9  liters = approximately 22.22 liters

Let the person C add c liters of water then

18% of (240 + c) = c

82c = 240 × 18

C =

2160/41  liters = 52.68 liters approximately

= quantity of water added by person C

Let the person D add d liters of water

15% of (140 + d) = d

d = 140 × 15/85 = 24.70 litres 

= quantity of water added by person D

Let the person E add e liters of water

Then, 25% of (560 + e) = e

75e = 560 × 25

E =

560/3  liters = 186.67 liters approximately 

= quantity of water added by person E

Let the person F add f liters of water then,

12% of (380 + f) = f

88f = 380 × 12

f = 51.82 liters = quantity of water added by person F

Therefore, B added least quantity (In liters) of water

Hence, option B is correct.



Question 4-

 When A, B, and C mix their solution in one can then the quantity of milk in the

new solution = 480 + 200 + 240 = 920 liters

And the quantity of milk in the new mixture = 151.58 + 22.22 + 52.56 = 226.36

liters

The total quantity of new solution = 920 + 226.36 = 1146.36 liters

The required concentration of milk in the new solution

=

920 × 100/1146.36

 = 80.25% approximately  

Hence, option C is correct.



Question 5-

 The total quantity of water added by all the persons together

= 151.58 + 22.22 + 52.68 +24.70 + 186.67 + 51.82

= approximately 489.67 liters = approximately 490 liters

Hence, option D is correct.



Question 6-

 The total quantity of milk = 2000 liters

The total quantity of water = approximately 490 liters

The total quantity of solution = 2000 + 490 = 2490 liters approximately

When 200 liters of water were evaporated then the remaining quantity of water

= 2490 – 200 = 2290 liters

The concentration of pure milk in the new solution

=

2000 × 100/2290

 = approximately 87.34%  

Hence, option E is correct.

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