# Quant Quiz on Number Series : Set- 3 IBPS PO | IBPS RRB| IBPS Clerk

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Quant Quiz on Number Series.Welcome to the letsstudytogether.co. If you are preparing for Bank and other competitive exams, you will come across Number series section on Quantitative Aptitude.

Today, we are providing you with Quant Quiz on Number Series based on the latest pattern for your daily practice. This Quant subject quiz based number series is important for other banking exams such as IBPS PO, IBPS Clerk, IBPS RRB Officer, IBPS RRB Office Assistant, and other competitive exams.

## Quant Quiz on Number Series

1. What would come in place of the question mark (?) in the following number series?
13, 64, 248, 717, 1370, ?
a. 1394
b. 1379
c. 1245
d. 1296
e. 1398

2. 9, 15, 26, 46, 85, ?
a. 151
b. 155
c. 163
d. 174
e. 180

3. 5, 1, 5, 25, 157, ?
a. 1516
b. 1558
c. 1432
d. 1265
e. 1213

4. 42, 78, 303, 339, ?, 789
a. 564
b. 432
c. 386
d. 271
e. 621

5. 68, 69, 73, 100, ?
a. 156
b. 107
c. 132
d. 116
e. 124

6. 111, 138, 238, 302, 423, ?
a. 532
b. 523
c. 548
d. 623
e. 638

7. 31, 29, 54, 154, 600, ?
a. 1696
b. 2024
c. 2025
d. 2116
e. 2968

8. 4, 13, 49, 130, ?
a. 245
b. 264
c. 274
d. 215
e. 166

9. 16, 48, -3, 69, ?
a. -5
b. 12
c. -14
d. -26
e. None of these

10. 23, 26, 44, 64, ?
a. 92
b. 84
c. 79
d. 95
e. 67

## Quant Quiz on Number Series

1. The series follows the pattern
13*5 -13 = 64, 64*4 -23 = 248, 248*3 -33 = 717, 717*2 – 43 = 1370, hence 1370*1 -53 = 1245
Hence, option c.

2. The next term is obtained by adding the immediate prime number smaller than the given number and subtracting consecutive natural numbers from them.
9+7-1=15, 15+13-2=26, 26+23-3=46, 46+43-5=85, hence 85+83-5= 163
Hence, option c.

3. The series follows the pattern
5*0 + 1 = 1, 1*2 + 3 = 5, 5*4 + 5 = 25, 25*6 + 7 = 157, 157*8 + 9 = 1265
Hence, option d.

4. The series follows the pattern
42 + (4 + 2)2 = 78, 78 + (7 + 8)2 = 303, 303 + (3 + 0 + 3)2 = 339, 339 + (3 + 3 + 9)2 = 564, 564 + (5 + 6 + 4)2 = 789
Hence, option a

5. The series follows the pattern
68 + 13 = 69, 69 + 22 = 73, 73 + 33 = 100, 100 + 42 = 116
Hence, option d.

6. The series follows the pattern
111 + 33 = 138, 138 + 102 = 238, 238 + 43 = 302, 302 + 112 = 423, 423 + 53 = 548
Hence, option c.

7. The series follows the pattern
(31*1) – 2 = 29, (29*2) – 4 = 54, (54*3) – 8 = 154, (154*4) – 16 = 600, (600*5) – 32 = 2968
Hence, option e.

8. The series follows the pattern
4 + 32 = 13, 13 + 62 = 49, 49 + 92 = 130, 130 + 122 = 274
Hence, option c.

9. The series follows the pattern
16 + 16*2 = 48, 48 – 17*3 = -3, -3 + 18*4 = 69, 69 – 19*5 = -26
Hence, option d

10. The last digit of the previous term is multiplied by consecutive odd numbers to get the next term
23 + 3 * 1 = 26, 26 + 6 * 3 = 44, 44 + 4 * 5 = 64, 64 + 4 * 7 = 92
Hence, option a.

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