Aptitude Test 235

Result

Aptitude Test 235

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Question 1/10
1 / -0.33

A rectangular tank 25 cm long and 20 cm wide contains water to the depth of 5 cm. A metal cube of side 8cm is placed in the tank so that one face of the cube rests at the bottom. Find out how much water must be poured in to the tank so that the cube is covered?

Correct

Wrong

Skipped
A
989 cm³

Correct

Wrong

Skipped
B
990 cm³

Correct

Wrong

Skipped
C
986 cm³

Correct

Wrong

Skipped
D
988 cm³

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Solutions

Volume of cube = 8x8x8 = 512 cm³.

Original volume of water = 25 x 20 x 5= 2500 cm³.

New volume = 2500 + 512 = 3012 cm³.

Actual volume to be reached is 25 x 20 x 8 = 4000 cm³.

Amount to be added = 4000 - 3012 = 988 cm³
Question 2/10
1 / -0.33

A glass contains a mixture of 30 ml of whisky and water in the ratio 1:5. How much water must be added to the mixture so that the ratio of whisky and water becomes 2:11?

Correct

Wrong

Skipped
A
2 ml

Correct

Wrong

Skipped
B
2.5 ml

Correct

Wrong

Skipped
C
2.8 ml

Correct

Wrong

Skipped
D
3 ml

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Solutions

Let the quantity of whisky and water be m and 5m respectively

m + 5m = 30

So, m = 5

Let y ml of water be added

=> 5/(25+y) = 2/11

=> 55 = 2y + 50

=> y = 2.5 ml
Question 3/10
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Directions For Questions

Study the information carefully and answer the questions that follow:

There are 1200 balls in a box in which 35% are black; one-fifth are white and the remaining are other colors. In black balls one-fifteenth are small in size and 65% are big in size while in white balls one-sixth are small and 55% are big.

...view full instructions

What is the difference in the number of big black balls and small white balls?

Correct

Wrong

Skipped
A
230

Correct

Wrong

Skipped
B
233

Correct

Wrong

Skipped
C
235

Correct

Wrong

Skipped
D
312

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Solutions

The number of black balls =1200 X 35/100=420

Small black balls = 420 X 1/15=28

Big black balls= 420 X 65/100=273

Black balls( neither big nor small )= 420-(273+28)=119

White balls =1200 X 1/5=240

Small white balls = 240 X 1/6=40

Big white balls = 240 X 55/100=132

White balls that neither big nor small = 240-(40+132)=68

Difference = (273 - 40) = 233
Question 4/10
1 / -0.33

How many animals are there in a zoo?

1. There are all but 60 Tigers and there are all but 80 Lions in the zoo.

2. There are 10 elephants in the zoo and there are only three type of animals in the Zoo.

Correct

Wrong

Skipped
A
if the question can be answered by using the statement 1 alone but not by using the statement 2 alone.

Correct

Wrong

Skipped
B
if the question can be answered by using the statement 2 alone but not by using the statement 1 alone.

Correct

Wrong

Skipped
C
if the question can be answered by using either of the statement alone.

Correct

Wrong

Skipped
D
if the question can be answered by using both of the statements together but not by either of the statement alone.

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Solutions

Using statement (1) alone-

Let the total number of animals in zoo = x

All but 60 means all except 60.

Number of tigers in the Zoo = x-60

Number of lions in the forest = x-80

We don't know how many type of animals are there in the zoo hence we can't determine total number of animals in the zoo.

Using statement (2) alone-

Number of elephants in the Zoo = 10 and there are three types of animals in the zoo.

Using both the statements together

total number of animals in the zoo = x-60+x-80+10

x=x-60+x-80+10

x=130

so total animals in the zoo = 130
Question 5/10
1 / -0.33

Directions For Questions

Table given below shows the total number of employees in five different departments P, Q, R S and T of company A and total number of male employees in those five departments of company B.

Table also shows the ratio of male employees in five departments of company A to that in company B.

Number of female employees in each department of company B is 15 less than the male employees in that department of company B.

...view full instructions

Total number of male employees in company A is how many more or less than the total number of male employees in company B in all the five departments together?

Correct

Wrong

Skipped
A
25 less

Correct

Wrong

Skipped
B
20 more

Correct

Wrong

Skipped
C
15 less

Correct

Wrong

Skipped
D
10 less

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Solutions

Total employees in department P of company A = 50

Total male employees in department P of company B = 40

Total male employees in department P of company A = 40 * (3/4) = 30

Total female employees in department P of company A = 50 - 30 = 20

Total female employees in department P of company B = 40 - 15 = 25

Total employees in department P of company B = 40 + 25 = 65

Similarly, we can calculate other values .....

Total number of male employees in company A = 30 + 15 + 40 + 25 + 50 = 160

Total number of male employees in company B = 40 + 25 + 30 + 20 + 60 = 175

Difference = 175 - 160 = 15 less
Question 6/10
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Find the wrong term in the series given below.

642, 322, 164, 82, 42, 22

Correct

Wrong

Skipped
A
82

Correct

Wrong

Skipped
B
164

Correct

Wrong

Skipped
C
42

Correct

Wrong

Skipped
D
642

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Solutions

The pattern is as follows:

(642 + 2) / 2 = 322

(322 + 2) / 2 = 162

(162 + 2) / 2 = 82

(82 + 2) / 2 = 42

(42 + 2) / 2 = 22
Question 7/10
1 / -0.33

Each of the following questions are followed by two statements 1 and 2. Answer each question using following instructions.

What is the price of 2 pens and one pencil?

1. Price of 6 pens, 5 pencil and 4 tables is Rs 2500.

2. Price of 4 pens, 3 pencil and 2 tables is Rs 1300.

Correct

Wrong

Skipped
A
if the question can be answered by using the statement 1 alone but not by using the statement 2 alone.

Correct

Wrong

Skipped
B
if the question can be answered by using the statement 2 alone but not by using the statement 1 alone.

Correct

Wrong

Skipped
C
if the question can be answered by using either of the statement alone.

Correct

Wrong

Skipped
D
if the question can be answered by using both of the statements together but not by either of the statement alone.

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Solutions

Let the price of one pen, one pencil and one table be Rs a, Rs b and Rs c respectively.

Using statement (1) alone-

We have; 6a + 5b + 4c = 2500 .. (1)

Using statement (2) alone-

We have; 4a + 3b + 2c = 1300 .. (2)

Using both the statements together-

2 X Equation (2) - Equation (1) => 2a + b = 100
Question 8/10
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Directions For Questions

Study the following pie-chart and bar diagram and answer the following questions. Percentage-wise distribution of Students in six different Schools. Total number of Students = 6000

Percentage of students

...view full instructions

What is the sum of the number of girls in School C, the number of girls in School E and the number of boys in School D together?

Correct

Wrong

Skipped
A
1700

Correct

Wrong

Skipped
B
1900

Correct

Wrong

Skipped
C
1600

Correct

Wrong

Skipped
D
1800

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Solutions

Number of girls in school C = 660

Number of girls in school E = 540

Number of boys in school D = 600

Sum = 660 + 540 + 600 = 1800
Question 9/10
1 / -0.33

Find the wrong term in the series given below.

5, 17, 53, 163, 485, 1457

Correct

Wrong

Skipped
A
5

Correct

Wrong

Skipped
B
17

Correct

Wrong

Skipped
C
163

Correct

Wrong

Skipped
D
485

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Solutions

The pattern is as follows:

5 x 3 + 2 = 17

17 x 3 + 2 = 53

53 x 3 + 2 = 161

161 x 3 + 2 = 485

485 x 3 + 2 = 1457
Question 10/10
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Directions For Questions

Study the following pie-chart and bar diagram and answer the following questions. Percentage-wise distribution of Students in six different Schools. Total number of Students = 6000

Percentage of students

...view full instructions

What is the difference between the total number of students in School F and the number of boys in School E?

Correct

Wrong

Skipped
A
820

Correct

Wrong

Skipped
B
860

Correct

Wrong

Skipped
C
880

Correct

Wrong

Skipped
D
None of these

Verify mobile number to view the solution

Solutions

Number of students in school F = 360

Number of boys in school E = 1200

Difference = 1200 – 360 = 840

Question 1/10

989 cm3

990 cm3

986 cm3

988 cm3

Question 2/10

2 ml

2.5 ml

2.8 ml

3 ml

Question 3/10

230

233

235

312

Question 4/10

if the question can be answered by using the statement 1 alone but not by using the statement 2 alone.

if the question can be answered by using the statement 2 alone but not by using the statement 1 alone.

if the question can be answered by using either of the statement alone.

if the question can be answered by using both of the statements together but not by either of the statement alone.

Question 5/10

25 less

20 more

15 less

10 less

Question 6/10

82

164

42

642

Question 7/10

if the question can be answered by using the statement 1 alone but not by using the statement 2 alone.

if the question can be answered by using the statement 2 alone but not by using the statement 1 alone.

if the question can be answered by using either of the statement alone.

if the question can be answered by using both of the statements together but not by either of the statement alone.

Question 8/10

1700

1900

1600

1800

Question 9/10

5

17

163

485

Question 10/10

820

860

880

None of these

989 cm³

990 cm³

986 cm³

988 cm³