Crack IBPS Exam 2017 - Quantitative Aptitude Scoring Part (Day-38):
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Direction (1-10): What approximate value should come in place of question mark (?) in the following questions?
1). 24.95% of 797.07 ÷ 19.05 = 54.88 – ?
1). Answer: B
25% of 800 ÷ 20 = 25*800/100*20 = 10
? = 55 – 10 = 45
2). 45.05^2 – 19.28^2 + √289 = ?^225% of 800 ÷ 20 = 25*800/100*20 = 10
? = 55 – 10 = 45
2). Answer: D
?^2 = 45^2-19^2 = 2025 – 361 = 1664
?2 = 1664+17 = 1681=41*41
? = 41
3). 1781.90÷54.20 + 456.13 – 2345.80 *0.98 = ? * 2?^2 = 45^2-19^2 = 2025 – 361 = 1664
?2 = 1664+17 = 1681=41*41
? = 41
3). Answer: A
1782÷54+456-2345*1
= 33+456-2345
? = -1856/2 = -928
4). [√(√65535)+144.06] = ?1782÷54+456-2345*1
= 33+456-2345
? = -1856/2 = -928
4). Answer: C
√65535 ≈ 256
? ≈ √(256+144) = √400 = 20
5).(575.01+7510.98 – 467.12 + 543.23) ÷ (76.16*0.49 + 674.85 – 342.03) = √?√65535 ≈ 256
? ≈ √(256+144) = √400 = 20
5). Answer: B
8162 ÷ (38+675-342)= 8162 ÷ 371 = 22
√? = 22
? = 22*22 = 484
6). (5616÷156)×23.67 = ? ÷ 16.788162 ÷ (38+675-342)= 8162 ÷ 371 = 22
√? = 22
? = 22*22 = 484
6). Answer: D
36*24 = 864
? = 864*17 = 14688
7). (50624.75)^2/4 ÷ (3375.33)^2/3 = (14.99)^?36*24 = 864
? = 864*17 = 14688
7). Answer: B
15^4 = 50625 = (15^4)2/4 = 15^2
15^3 = 3375
(15^3)^2/3 = 15^2
15^2÷15^2 = 15^?
? = 0
8). 5/19 × 1368.17 + 3/42 × 1511.92 = ?15^4 = 50625 = (15^4)2/4 = 15^2
15^3 = 3375
(15^3)^2/3 = 15^2
15^2÷15^2 = 15^?
? = 0
8). Answer: C
? = 5*72 + 3*36 = 360+108 = 468
9). 4993.67 ÷ 24.76 – 432.05 + 200.24 = ?? = 5*72 + 3*36 = 360+108 = 468
9). Answer: A
5000÷25 = 200
? = 200+200-432 = 400-432 = -32
10). (2344.65÷4.85-359)/? = 308/285000÷25 = 200
? = 200+200-432 = 400-432 = -32
10). Answer: D
2345÷5 = 469 – 359 = 110
308/28 = 11
? = 110/11 = 10
Direction (11-20): What value should come in place of question mark (?) in the following questions?2345÷5 = 469 – 359 = 110
308/28 = 11
? = 110/11 = 10
11). (23.1)^2 + (48.6)^2 – (39.8)^2 = 1011+ ?
11). Answer: A
533.61+2361.96 – 1584.04 = 1311.53
? = 1311.53 – 1011 = 300.53
12). √11449×√6241 – 54^2 = ? + 74^2533.61+2361.96 – 1584.04 = 1311.53
? = 1311.53 – 1011 = 300.53
12). Answer: B
107*79 – 2916 = ? +5476
5537 = ?+ 5476
? = 61
13). 38.89% of 4532 + 45.3% of 1001 + 88 = ?^2107*79 – 2916 = ? +5476
5537 = ?+ 5476
? = 61
13). Answer: A
1762.5 + 453.5 = 2216
?2 = 2216 + 88 = 2304
? = 48
14). (4×4)^3 ÷ (512÷8) × (2×8)^2 = 2^?1762.5 + 453.5 = 2216
?2 = 2216 + 88 = 2304
? = 48
14). Answer: D
2^? = 4096÷64×256
= 64×256 = 2^6 ×2^8
= 2^14
? = 14
15). (601/49) × (399/81) ÷ (29/201) = ?2^? = 4096÷64×256
= 64×256 = 2^6 ×2^8
= 2^14
? = 14
15). Answer: A
? = 601*399*201/49*81*29 = 418.8
16). (2/3) of 1(2/5) of 75% of 1240 = ?? = 601*399*201/49*81*29 = 418.8
16). Answer: C
75*1240/100 = 930
7/5(930) = 1302
? = 2/3*(1302) = 868
17). 6(7/11) × 5(4/9) ÷ 9(1/4) = ?75*1240/100 = 930
7/5(930) = 1302
? = 2/3*(1302) = 868
17). Answer : D
? = 73/11 ×49/9 × 4/37 = 3.9
18). 4433.764 – 2211.86 – 5567.67 + 8466.50 = ?? = 73/11 ×49/9 × 4/37 = 3.9
18). Answer : B
? = 12900.264 – 7779.53 = 5120.734
19). (√9)^2 × (√81)^5 ÷ (27)^2 = 9^?? = 12900.264 – 7779.53 = 5120.734
19). Answer : A
9^?= 9*9^5/9^3 = 9^6-3 = 9^3
? = 3
20). 1599÷39 × 289 – 345 + 423 = ?9^?= 9*9^5/9^3 = 9^6-3 = 9^3
? = 3
20). Answer : B
41*289 = 11849
11849+423-345 = 11927
Direction (21 – 25): What will come in place of (?) in the following number series.41*289 = 11849
11849+423-345 = 11927
21). 5, 8, 20, 47, 95, ?, 278
21). Answer: B
The series is,
5 + 3 * 1² = 8
8 + 3 * 2² = 20
20 + 3 * 3² = 47…..
22). 990, 737, 506, ?, 214The series is,
5 + 3 * 1² = 8
8 + 3 * 2² = 20
20 + 3 * 3² = 47…..
22). Answer: B
The series is,
10³ – 10 = 990
9³ + 8 = 737
8³ – 6 = 506……
23). 1716, 990, 504, 210, 60, ?The series is,
10³ – 10 = 990
9³ + 8 = 737
8³ – 6 = 506……
23). Answer: C
The series is, 12^3 – 12, 10^3 – 10, 8^3 – 8, 6^3 – 6, 4^3 – 4, 2^3 – 2…
24). 15, 151, 1210, ?, 29056The series is, 12^3 – 12, 10^3 – 10, 8^3 – 8, 6^3 – 6, 4^3 – 4, 2^3 – 2…
24). Answer: D
The series is ,
15 * 10 + 1 = 151
151 * 8 + 2 = 1210
1210 * 6 + 3 = 7263
7263 * 4 + 4 = 29056
25). 250, 254, 517, 1567, ?The series is ,
15 * 10 + 1 = 151
151 * 8 + 2 = 1210
1210 * 6 + 3 = 7263
7263 * 4 + 4 = 29056
25). Answer: D
The series is,
250 * 1 + 2²= 254
254 * 2 + 3²= 517
517 * 3 + 4²= 1567
1567 * 4 + 5² = 6293
Direction (26-30): In each of these questions, two equations I & II are given. You have to solve both the equations and given answer:The series is,
250 * 1 + 2²= 254
254 * 2 + 3²= 517
517 * 3 + 4²= 1567
1567 * 4 + 5² = 6293
A) If X > Y
B) If X < Y
C) If X ≥ Y
D) If X ≤ Y
E) If X = Y or cannot be established
26). I.5/x – 4/y = -2
II.2/x + 3/y = 13
26). Answer: A
5u-4v = -2 ------*3
=>15u-12v = -6
2u+3v = 13 ------*4
=> 8u+12v = 52
Solve this eq
23u = 46
U=2, v=3
X=1/2,y=1/3
Hence, x > y
27). I.4X^2 + 4X – 3= 05u-4v = -2 ------*3
=>15u-12v = -6
2u+3v = 13 ------*4
=> 8u+12v = 52
Solve this eq
23u = 46
U=2, v=3
X=1/2,y=1/3
Hence, x > y
II.14Y^2 – 17Y + 5 = 0
27). Answer: D
(2X-1)(2X+3) =0
X=1/2, -3/2
(2Y-1)(7Y-5) =0
Y = 1/2, 5/7
Hence, x ≤ y
28). I.2X^2 – 17X + 36= 0(2X-1)(2X+3) =0
X=1/2, -3/2
(2Y-1)(7Y-5) =0
Y = 1/2, 5/7
Hence, x ≤ y
II.Y^2 = 16
28). Answer: C
(2X-9)(X-4) =0
X=9/2, 4
Y = ±4
Therefore x ≥ y
29). I.6X^2 + 19X + 15= 0(2X-9)(X-4) =0
X=9/2, 4
Y = ±4
Therefore x ≥ y
II.3Y^2 + 11Y + 10 = 0
29). Answer: C
(3X+5)(2X+3) = 0
X=-5/3, -3/2
(Y+2)(3Y+5) =0
Y = -2, -5/3
Therefore, x ≥ y
30). I.4X^2 + 19X + 21= 0(3X+5)(2X+3) = 0
X=-5/3, -3/2
(Y+2)(3Y+5) =0
Y = -2, -5/3
Therefore, x ≥ y
II.2Y^2 – 23Y + 63 = 0
30). Answer: B
(4x+7)(x+3) = 0
X =-7/4, -3
(2y+9)(y+7) = 0
Y = 9/2, 7
Therefore, y > x
(4x+7)(x+3) = 0
X =-7/4, -3
(2y+9)(y+7) = 0
Y = 9/2, 7
Therefore, y > x
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