Quantitative Aptitude Scoring Part (Day-147)

Quantitative Aptitude Test Scoring Part (Day-147):

Dear Readers, Nowadays most of the aspirants were facing huge trouble to increase the overall marks. You could practice quantitative Aptitude test online here and learn new tricks. To score high you need to practice more and more standard questions daily.“Practice does not make perfect, Only Perfect Practice makes perfect”.

Here in Scoring Part we are providing 10 Questions in simplification, 10 Questions in Approximation, 5 Questions in number Series and 5 Questions in Quadratic Equations, total 30 questions in 20 Minutes. By practicing these questions regularly you can increase you calculation speed and it will help you to increase you score.

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Click “Start Quiz” to attend these Questions and view Solutions

Directions (Q. 1–10): What should come in place of the question mark (?) in the following questions?

1). 0.32 × 0.32 + (0.18)² – 0.36 × 0.32 = ?

1. 0.144
2. 0.196
3. 0.0144
4. 1.196
5. 0.0196

2). [2 1/4 + 8 1/2 ] – 8 1/16 + 6 1/8 = ?

1. 8 2/3
2. 9 2/3
3. 5 5/9
4. 6 6/9
5. 8 13/16

3). √ [1 + (56 / 169)] ×  √[75 + (1/9)] × 3 3/5 = ?²

1. 16
2. 6
3. 4
4. 14
5. 8

4). 82 × 7 ÷ ? – 251 = √ (1296)

1. 20
2. 5
3. 3.5
4. 10
5. 2

5). (16.5 × 12) ÷ 36 + 80.9 = ?³ ÷ 2.5

1. 7
2. 6
3. 9
4. 12
5. 8 

6). {128 ÷ 16 × (?) – 7 × 2} ÷ {(7)² – 8 × 6 + (?)²} = 1

1. 10 or 1
2. 7 or 3
3. 5 or 3
4. 14 or 0.5
5. 12 or 4 

7). (55% of 16% of 3500) + {24 × 80 ÷ (16 × 6)} × (40% of 320) = ?

1. 2936
2. 2868
3. 2792
4. 2834
5. 2387 

8). (35% of 85% of 20 × 80) ÷ [28% of {35 × 9 × (25% of ?)}] = 68 ÷ 63

1. 76
2. 90
3. 48
4. 20
5. 92 

9). (45²+ 75²) + (15²×3²) + 82% of (19² +7² – 100^1/2) =?

1. 9762
2. 17898
3. 12837
4. 10003
5. 6978 

10). 40% of 35% of 10³×2³+ (19 × 23 – ?^1/2) = 1526

1. 961
2. 900
3. 1089
4. 729
5. 841

Directions (11-20) : What should be the approximate value come in place of question mark (?).

11).6399 × 1(5/8) + 353 ÷ ? = 10444

1. 14
2. 22
3. 2
4. 16
5. 8

12). √(624) × 14.02 + √(404) × 15.97 = ?

1. 670
2. 570
3. 710
4. 510
5. 610

13).8461 ÷ 11.99 – 24.01 ÷ (5 / 100) = ?

1. 625
2. 400
3. 25
4. 900
5. 225

14). (14.85% of 679) + (19.9% of 219.83) = ?

1. 115
2. 145
3. 65
4. 105
5. 85

15).1441÷? + 149.98 × 14.99 = 3006 – 254.91

1. 3
2. 15
3. 25
4. 45
5. 5 

16).  52% 2/5 of 7004.115÷1396.78÷(?) = 350

1. 150
2. 75
3. 340
4. 210
5. 420

17). 1787.44 ÷ 35 × 48.79 + 1.06 = (?)

1. 2400
2. 2500
3. 2600
4. 2700
5. 2800

18). 2222.22 + 998.98 ÷ 33.33 × 74.99 ÷ 37.08 = (?)

1. 2280
2. 2560
3. 2040
4. 3120
5. 3750

19). 1173.79 ÷ 222.22 × (?) = 522.22

1. 39
2. 169
3. 249
4. 99
5. 429 

20).  2424.24 × 24.74 ÷ 125.125 ×74.74 ÷ 224.24 = (?)

1. 105
2. 160
3. 250
4. 300
5. 395

Directions (Q. 21- 25): The following series are based on a specific pattern. Find the next number following the pattern.

21).  2, 4, 10, 22, 42, 72, ?

1. 102
2. 106
3. 114
4. 124
5. 132

22). 4, 2, 2, 4, 16, ?

1. 64
2. 72
3. 96
4. 128
5. 156

23). 15, 15, 30, 10, 40, ?, 48

1. 8
2. 20
3. 24
4. 40
5. 60

 24). 2, 3, 8, 27, 112, ?

1. 156
2. 224
3. 375
4. 480
5. 565

25). 5, 6, 10, 33, 128, ?

1. 375
2. 445
3. 565
4. 645
5. 675

Directions (Q. 26-30): In the following questions numbered I and II are given. You have to solve out the equations and Give answer

1. x>y
2. x<y
3. x≥y
4. x≤y
5. x=y or no relation 

26). I. 2x² +21x+34 = 0;     II. 3y² +23y+42 = 0

27). I. x² –15x–364 = 0;        II. y² +31y+240 = 0

28). I. x² – 3481=0;                II.y² –118y +3481=0

29). I. 2x² +11x+15 = 0;        II. 4y² +16y+15 = 0

30). I. x³ – 9x² + 20x = 0;      II. y³ –14y² + 48y = 0

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