Approximation questions for bank Clerk Mains pdf is available here. Approximation is an important topic in the quantitative aptitude section. In the bank Clerk Mains exams, you can expect around 5+ approximation questions. If you practice well, you can easily score 5+ marks in around 3 minutes. Without much practice, you cannot maintain the speed and accuracy in the approximation questions. So, practice more using the Approximation questions for bank Clerk Mains pdf. Here we have provided approximation questions from low to high level. So, practice the questions in a daily manner. Automatically you will gain the speed and accuracy on practicing with the approximation questions pdf.
What is Approximation? – It is just like the simplification topic. But, the numbers in the approximation topic will be in decimals. You should round off the numbers correctly to the nearest value. Then you have to approach the sum like normal simplification using the BODMAS rules. Practice more using the Approximation questions for bank Clerk Mains pdf.
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Importance of Approximation Questions in Bank Clerk Mains Exams
Here we have discussed the importance of approximation questions for bank Clerk Mains exams.
- In bank Clerk Mains exams, you will get moderate to high level questions in application sums and DI. So, approximation questions will be a great sigh of relief for candidates..
- These questions will not take much time.
- You can solve around 5 to 6 questions in 3 minutes.
So, candidates practice well using the Approximation questions for bank Clerk Mains pdf.
Start Quiz
Directions (01-10): What approximate value should come in the place of (?) in the following questions.
1) 83.33 % of 119.98 + 28.15 % of 225.12 = ? + 16.12 % of 99.89
A.147
B.153
C.157
D.143
E.139
2) 22.12 * 35.19 + 19.9 * 28.06 = ?3Â
A.13
B.17
C.19
D.11
E.15
3) (2856.06 ÷ 101.891) * 14.91 = ? + 219.891
A.250
B.180
C.170
D.190
E.200
4) 89.904% of 319.879 + (682.07 ÷ √960) * 15.891 =? * 7.891
A.75
B.70
C.80
D.85
E.65
5) 69.56% of 479.912 + 85.714% of 489.921 + 42.857% of 273.12 = ?
A.873
B.834
C.812
D.879
E.882
6) (1273.12 ÷ √360) * 14.899 + (6360.087 ÷ √2810) ÷ √65 = ? * 11.991
A.81
B.85
C.90
D.96
E.103
7) 90.179 % of 39.95 + 23.902 * √35.81 + ? = 119.98 % of 180.02
A.36
B.42
C.50
D.28
E.45
8) 135.975 ÷ 7.910 + 24.912 % of 144.012 – 11.11 * √10 = ?
A.24
B.15
C.20
D.10
E.25
9) (120% of 433 – 37.1)/5.99 + (11.123 – 11.992) = (?)
A.1247
B.1297
C.1217
D.1277
E.1267
10) 798/2.99 + 22.23 x 6.12 – (11.2 x 3.47) = (?)
A.390
B.320
C.360
D.340
E.420
Answers :
1) Answer: A
83.33 % of 119.98 + 28.15 % of 225.12 = ? + 16.12 % of 99.89
100 + 63 = ? + 16
? = 147
2) Answer: D
22.12 * 35.19 + 19.9 * 28.06 = ?3
?3Â Â = 770+560
?3Â = 1330
? = 11
3) Answer: E
(2856.06 ÷ 101.891) * 14.91 = ? + 219.891
28 * 15 = ? + 220
? = 200
4) Answer: C
89.904% of 319.879 + (682.07 ÷ √960) * 15.891 = ? * 7.891
90/100 * 320 + (682/31) * 16 = ? * 8
288 + 352 = ? * 8
? = 80
5) Answer: A
69.56% of 479.912 + 85.714% of 489.921 + 42.857% of 273.12 = ?
70/100 * 480 + 6/7 * 490 + 3/7 * 273 = ?
336 + 420 + 117 = ?
? = 873
6) Answer: B
(1273.12 ÷ √360) * 14.899 + (6360.087 ÷ √2810) ÷ √65 = ? * 11.991
(1273/19) * 15 + (6360/√2809) ÷ √64 = ? * 12
(1273/19) * 15 + (6360/53) ÷ 8) = ? * 12
1005 + 15 = ? * 12
? = 85
7) Answer: A
90.179 % of 39.95 + 23.902 * √35.81 + ? = 119.98 % of 180.02
90% of 40 + 24 * √36 + ? = 120% of 180
36 + 144 + ? = 216
? = 36
8) Answer: C
135.975 ÷ 7.910 + 24.912 % of 144.012 – 11.11 * √10 = ?
136 ÷ 8 + 25% of 144 – 11 * √9 = ?
17 + 36 – 33 = ?
20 = ?
9) Answer: E
(120% of 433 – 37)/6 + (113 – 122) = (?)
80 + 1187 = (?)
So, (?) = 1267
Hence answer is option E
10) Answer: C
798/3 + 22 x 6 – (11 x 3.5) = (?)
266 + 132 – 39 = (?)
(?) = 359 =360
Start Quiz
Directions (11-20): What approximate value should come in place of question mark (?) in the following questions?
11) (32/7) of [8955.21 – 2368.13] + 234.5 =? + 3429.87
A.31560
B.22440
C.26290
D.34280
E.17650
12) √62 =?3/16 + 17/9 – (13 × 1.9333)    Â
A.4
B.6
C.8
D.10
E.16
13) 49 ÷ (24.8% of 63) ÷ (1.95 × 2) = 25/?
A.32
B.16
C.25
D.24
E.48
14) (2021 ÷ 40 + 35.749 ÷ 6.99)/13.3333 = √(?)
A.9
B.16
C.25
D.36
E.49
15) √((29.91 × 19.56) + (25.455 × 5.024)) =? – (3.95 × 3.95)    Â
A.26
B.11
C.37
D.43
E.53
16) 24.8% of 798.9 × 19.5% of 199.133 =?3
A.90
B.20
C.9
D.10
E.28
17) √((5 (6/7))2 + (1.99 * 2)3)= ∛(?)
A.512
B.1728
C.1000
D.729
E.343
18) (111.999 + 12.09 + 15.504 + 3.899)/(5.95 * 3.1) = ?
A.8
B.6
C.10
D.9
E.11
19) 19.8% of 1502 + 15.3% of 678 = ?% of 1598.99
A.22
B.25
C.15
D.30
E.32
20) 24 % of 849 + 56 % of 1299 – 456.23 ÷ 4 =? + (8.11)2
A.686
B.612
C.575
D.438
E.754
Answers :
11) Answer: C
(32/7) of [8955 – 2368] + 235 = x + 3430
(32/7)*(6587) + 235 – 3430 = x
X = 30112 + 235 – 3430 = 26917
X = 26920
12) Answer: C
√62 =?3/16 + 17/9 – (13 × 1.9333)
8 = (x3/16) + 2 – (13 * 2)
8 = (x3/16) + 2 – 26
x3/16 = 32
x3Â = 512 = 83
x = 8
13) Answer: A
49 ÷ (24.8% of 63) ÷ (1.95 × 2) = 25/?
50 ÷ (25/100 * 64) ÷ (2 * 2) = 25/?
50/16 * ¼ = 25/?
32 = ?
14) Answer: B
(2021 ÷ 40 + 35.149 ÷ 6.99)/13.3333 = √(?)
((202/4) + (35/7))/13 = √?
(51 + 5)/13 = √?
56/13 = √?
4 = √?
? = 16
15) Answer: D
Take terms inside square root,
√[(30 * 20) + (26 * 5)] = ? – (4 * 4)
√(600 + 130) = ? – 16
√730 =? – 16
27 =? – 16
? = 43
16) Answer: B
24.8% of 798.9 × 19.5% of 199.133 =?3
(25/100) * 800 * (20/100) * 200 = x3
200 * 40 = x3
x3Â = 8000
x = 20
17) Answer: C
√((5 (6/7))2 + (1.99 * 2)3)= ∛(?)
√(36 + 64) = ³√(?)
√100 = ³√(?)
10 = ³√(?)
(?) = 1000
18) Answer: A
(111.999 + 12.09 + 15.504 + 3.899)/( 5.95 * 3.1) = ?
(112 + 12 + 16 + 4)/(6 * 3) =?
144/18 =?
8 =?
19) Answer: B
19.8% of 1502 + 15.3% of 678 = x% of 1598.99
20% of 1500 + 15% of 680 = x% of 1600
300 + 102 = 16x
402/16 = x
25 = x
20) Answer: E
24 % of 850 + 56 % of 1300 – 456 ÷ 4 = x + 82
(24/100)*850 + (56/100)*1300 – (456/4) – 64 = x
204 + 728 – 114 – 64 = x
x = 754
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