# Top 50 Numerical Reasoning Questions in 2022

### Numerical Reasoning Test

A numerical reasoning test is a form of psychometric assessment commonly used in the application stages of the recruitment process. It is specifically designed to measure a candidate’s numerical aptitude and their ability to interpret, analyze, and draw conclusions from sets of data.

They’re often used in conjunction with other psychometric tests, including verbal reasoning tests, personality tests, and situational judgment tests.

Unlike standardized maths tests, which demonstrate a student’s ability to learn and apply mathematical techniques based on a set syllabus, numerical reasoning tests reflect how successfully a candidate can apply numerical understanding in a realistic context.

General arithmetic, percentages, fractions, and averages are all common elements of a numerical reasoning test, but its main focus is statistical information. Candidates are required to work with graphs, tables, and charts to identify key facts and figures and apply the correct logic to form an answer in response to a worded question.

You may be required to sit a numerical reasoning test if you’re applying for a job in a numeracy-based sector, such as finance or insurance. That said, they are increasingly common for any role that involves a level of data interpretation or numerical analysis, including marketing and HR.

## Top 50 Numerical Reasoning Job Test: Questions and Answers

Determine the next number in this sequence:

11, 19, 16, 19, 21, 19, __

A) 24
B) 26
C) 37
D) 42

The correct answer is: (B) 26

• This sequence may seem impossible and completely illogical at first, with seemingly no pattern connecting the numbers. However, try looking at the sequence again but this time disregard the 19’s:
• 11, 19, 16, 19, 21, 19, __
• Do you see it now? The 19’s are just a red herring meant to distract you from the numbers in between, which are just increasing by five, and 21 + 5 = 26.

Jack’s phone provider charges him \$30.00 for his first 45 minutes of calls each month, plus \$0.75 for every additional full minute of calling after that. If Jack’s total bill last month was \$41.25, approximately how many minutes did he spend calling?

A) 53
B) 57
C) 59
D) 60

The correct answer is: (D) 60

• If Jack is charged more than \$30.00, that means he spent at least 45 minutes calling.
• To find the total amount of time, subtract \$30.00 from the total \$41.25 bill to get \$11.25.
• Then divide \$11.25 by \$0.75 (the cost of each additional minute after the 45-minute mark).
• \$11.25 ÷ \$0.75 = 15, meaning 15 more minutes of calling after the initial 45 minutes.
• 45 + 15 = 60.

George left his house at 3:00 PM on Friday and traveled 867 miles before arriving at his desired destination at 8:00 AM the following day. Assuming that his home and destination are in the same time zone, what was George’s average speed, in miles per hour, over the course of his trip?

A) 47
B) 51
C) 53
D) 58

The correct answer is: (B) 51

• Total distance traveled = 867 miles
• Total time spent traveling:
• 3:00 PM to 12:00 AM = 9 hours;
• 12:00 AM to 8:00 AM = 8 hours.
• 9 hours + 8 hours = 17 hours.
• Average speed = miles per hour
• Miles per hour = (total miles ÷ total time):
• 867 miles ÷ 17 hours = 51 miles per hour