Numerical Ability Reviewer - Part 10

Practice 20 Numerical Ability questions for the Civil Service Exam (CSE), each with the correct answer and an explanation.

20 questions80% passing markFree

Part 10 of our Numerical Ability reviewer has 20 practice questions in the style of the Civil Service Exam. Answer them in order, read the explanation after each one, and check your score against the 80% passing mark at the end. Questions and choices are reshuffled every time you retake the part.

Start Part 10

Sample questions from Part 10

Here are a few questions from this part. Take the full test to answer all 20 and get your score.

Sample question 1

5, 25, 7,______, 9, 19

  • 23
  • 22
  • 25
  • 32
Answer: 22
We are given a number sequence:
5, 25, 7, ___, 9, 19
We need to find the missing number (the blank).

Let's look for a pattern.

Step 1: Separate the sequence into two interleaved sequences:
1st, 3rd, 5th terms: 5, 7, 9

2nd, 4th, 6th terms: 25, ___, 19

Sequence A: 5, 7, 9
This is increasing by 2 each time.

Sequence B: 25, ___, 19
We need to find the middle term. Let's assume a consistent pattern.

Let’s test if it's decreasing with a pattern:

If it's decreasing from 25 to 19 over two steps:

Change = 25 - 19 = 6

So middle term = 25 - 3 = 22

✅ So the missing number is 22
Correct answer: (b) 22

Sample question 2

62, 64,______, 32, 14,16

  • 26
  • 28
  • 30
  • 32
Answer: 30
✅ Final Pattern:
Odd positions (A): Subtracting halves:
62 → 30 (−32), 30 → 14 (−16)

Even positions (B): Dividing by 2:
64 → 32 → 16

✅ So 30 fits the pattern perfectly.

Sample question 3

100, 50, 52, 26, 28,______

  • 30
  • 32
  • 14
  • 16
Answer: 14
Step 1: Separate into two interleaved sequences:
Sequence A (1st, 3rd, 5th): 100, 52, 28

Sequence B (2nd, 4th, 6th): 50, 26, ___

Analyze Sequence A: 100, 52, 28
Find the differences:

100 → 52 = −48

52 → 28 = −24

Pattern: Subtracting by half each time

Next would be: 28 − 12 = 16 (if continued)

Analyze Sequence B: 50, 26, ___
50 → 26 = −24

If same halving continues:

26 − 12 = 14

✅ So the missing number is: 14

Sample question 4

980, 392, 156.8,______, 25.088, 10.0352

  • 62.72
  • 63.85
  • 65.04
  • 60.28
Answer: 62.72
Step 1: Look at how each term relates to the previous one.
Check ratio of each consecutive term:

980 → 392
980
÷
392
=
2.5
980÷392=2.5
So:
980
×
2
5
=
392
980×
5
2
​
=392

392 → 156.8
392
×
2
5
=
156.8
392×
5
2
​
=156.8

So it appears we're multiplying by 2/5 (or 0.4) each time.

Let's verify this pattern:

156.8 × 0.4 = 62.72

62.72 × 0.4 = 25.088

25.088 × 0.4 = 10.0352

✅ Pattern confirmed: × 0.4 repeatedly.

✅ Missing number:
156.8 × 0.4 = 62.72

✔️ Correct answer: (a) 62.72

Sample question 5

113, 225, 449,_____, 1793

  • 789
  • 786
  • 897
  • 987
Answer: 897
Step 1: Look at the differences between consecutive terms:
225 − 113 = 112

449 − 225 = 224

Let the missing number be x
→ x − 449 = ?
→ 1793 − x = ?

Let’s suppose the difference is doubling:

112 → 224 = ×2
Let’s test next step:

224 × 2 = 448
→ 449 + 448 = 897

Check next step:

897 → 1793 = +896
→ 448 × 2 = 896 ✅

Pattern:
113

+112 → 225

+224 → 449

+448 → 897

+896 → 1793

✅ The differences are doubling: 112, 224, 448, 896

✔️ Correct answer: (c) 897

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