IBPS RRB Quantitative Aptitude Paper for practice

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IBPS RRB Quantitative Aptitude Paper Set 5

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What should come in place of question mark in the following question?

(3)³ + 15 × (√484 - √289) =? * 6

1 11

2 21

3 39

4 17

5 28

(14)² – 252 ÷ (6 × 2) – 26 × 0.5 =?² × 2

1 9

2 12

3 15

4 20

5 25

[(364/14) × (330/22)] + 260 * 15 = 68² - ?

1 380

2 284

3 316

4 340

5 334

√1089 – (406÷14 + 221÷13) + 7² =?

1 82

2 122

3 62

4 92

5 112

√(670+√36) ÷ 13 × 1810 = (16)³ - ?

1 500

2 476

3 628

4 295

5 555

512/? x 49/16 x 385 = 160 x 343

1 18

2 11

3 22

4 27

15 x √? + 3/4 x 480 = 795 - 270

1 12

2 11

3 144

4 121

5 None

5/6 + [¾ - {(3/2) of (2/6) ÷ (1/4 + 1/2)}]

1 9/11

2 11/12

3 13/15

4 7/12

5 11/15

√((95000 x 65 x 18900)/(13 x 190 x 21)) = ?

1 250

2 550

3 1500

4 450

5 850

√(14161/13924) = 1 + x/118

1 1

2 2

3 5

4 9

In each question, two equations numbered I and II have been given. You have to solve both the equations and mark the appropriate option

I. 5a2 – 8a + 3 = 0 II. 3b2 + 5b – 2 = 0

1 If a > b

2 If a ≥ b

3 If a < b

4 If a ≤ b

5 If a = b or relationship between a and b cannot be determined

I. a8 – [(3 * 8)17/2/√a] = 0

II. 11/√b + 18/√b = √b

1 If a > b

2 If a ≥ b

3 If a < b

4 If a ≤ b

5 If a = b or relationship between a and b cannot be determined.

I. √(169a2)– 2197 = 0 II. √ (484) b + 132 = 0

1 If a > b

2 If a ≥ b

3 If a < b

4 If a ≤ b

5 If a = b or relationship between a and b cannot be determined.

I. (625)(1/4) a + √ (1225) = 155 II. (225)1/2 b + 18 = 288

1 If a > b

2 If a ≥ b

3 If a < b

4 If a ≤ b

5 If a = b or relationship between a and b cannot be determined

I. a2 – 7a + 12 = 0 II. b2 – 9b + 20 = 0

1 If a > b

2 If a ≥ b

3 If a < b

4 If a ≤ b

5 If a = b or relationship between a and b cannot be determined.