HUDSON Practice Aptitude Test Pack 2023

HUDSON Practice Aptitude Test Pack 2023

Enhance your practice for HUDSON graduate assessment with extensive practice questions from the HUDSON Graduate Practice pack, featuring all the sections on the actual exams. This book provides insight into what to expect and helps you develop effective study strategies. Kick off your preparation with our HUDSON assessment prep bundle (all-in-one pack):

• HUDSON Numerical test / Watson Glaser
• HUDSON Verbal test / Watson Glaser
• HUDSON  Deductive reasoning tests / Watson Glaser

With step-by-step explanations on every question, and hints on how to solve them faster.

About HUDSON company

Hudson discovers talent and helps people realize their career potential roles to create that perfect ‘fit’ fuels business success and transforms people’s lives. HUDSON mostly uses Watson Glaser-style tests for its candidate selection. The sections on the assessments may include any of the following test sections, depending on the role that you applied to and also the country you are applying from:

1. Written Exercise
2. Case Study
3. Situational Judgement Test
4. Presentation
5. Proof Reading Test
6. Personality Test

Sample HUDSON Graduate Aptitude Test Questions and answers

HUDSON Graduate Practice pack Verbal Reasoning

In the past 12 months, benefit fraud has fallen by £½ billion to its lowest level for over a decade. The fall is equivalent to a 25 percent drop to 1.5 percent of the total £100 billion benefit bill. This spectacular fall follows permission for the benefits office to access Inland Revenue taxation data. Benefit officers can now immediately check to see if a claimant is working and claiming benefits intended only for those out of work. This new measure has led to over 80,000 people being caught making false claims.

A similar initiative has also succeeded in a substantial cut in the level of fraud committed by claimants of housing benefits. Local authorities are responsible for the administration of this allowance which is awarded to the unemployed and low-paid to help with housing costs. Until recently local authority staff had been unable to access central government records to check the information provided by claimants. These checks have so far identified 44,000 claimants who have provided false information in order to make claims for allowances for which they are not eligible.

Question 1.

By making it possible to share information, over 120,000 cases of fraud have been detected.

A. True

B. False

C. Cannot tell

Question 2.

Ten years ago the level of benefit fraud was higher.

A. True

B. False

C. Cannot tell

Question 3.

Only the unemployed should legitimately claim these benefits.

A. True

B. False

C. Cannot tell

Question 4.

The tone of the passage suggests that these reductions in fraud are a good thing.

A. True

B. False

C. Cannot tell

Question 5.

A year ago the level of benefit fraud totaled £2 billion.

A. True

B. False

C. Cannot tell

Answers

Question 1. A, Explanation: 80,000 by benefit officers and 44,000 by local authorities;

Question 2. B, Explanation: The passage states that the new lower total was the lowest for 10 years so the level must have been lower 10 years ago;

Question 3. B, Explanation: Housing benefit is also awarded to the low-paid;

Question 4. A, Explanation: In the passage, the fall in false claims is described as spectacular;

Question 5. A, Explanation: The passage states that the £½ billion drops is equivalent to 25%, so the level of fraud 12 months previously would have been £2 billion. 50 Ultimate psychometric tests

HUDSON Graduate Practice pack Numerical Reasoning

Question-1

Approximately what percentage of graduates and non-graduates are self-employed?

A. 10%

B. 14%

C. 17%

D. 22%

E. 23%

EXPLANATION Self-employed graduate = 210,000 Self-employed non-graduate = 198,000 and the total = 408,000 Total = 2,100,000 = 900,000 = 3,000,000 Approximate percentage = 408,000/3,000,000 x 100 = 13.6% ≈ 14% Answer: (A)

Question-2

If the number of graduates employed in Health is forecast to decline by 20% year-on-year while the number of non-graduates is forecast to remain the same, how many years will it take for non-graduate employees to outnumber graduate employees in Health?

A. 1

B. 2

C. 3

D. 4

E. 5

EXPLANATION 1st year decline by 20% in health for graduates = 20/100 x 315,000 = 63,000, 315,000 – 63,000 = 252, 000

2nd year decline by 20% in health for graduates = 20/100 x 252,000 = 50,400, 252,000– 50,400 = 201,600,

3rd year decline by 20% in health for graduate = 20/100 x 2101,600 = 40,320, 201,600 – 40,320 = 161280, so if required 3 years. Answer: (C)

Question-3

If the number of graduates employed in Education remains the same while the number of non-graduates increases by 15% per year, how many years will it take for the number of nongraduates to exceed the number of graduates employed in education?

A. 3

B. 4

C. 5

D. 6

E. 7

EXPLANATION 1st year 15% increase for non-graduate in education 0.15 x 117,000 = 17,550, 117,000+17,550 = 134,550,

2nd year 15% increase for non-graduate in education 0.15 x 134,550 = 20,182.5, 134,550 + 20,182.5 = 154,732.5 3rd year 15% increase for non-graduate in education 0.15 x 154,732.5 = 23, 209.875, 23,209.875+154,732.5 = 177,942.375

4th year 15% increase for non-graduate in education 0.15 x 177,942.375 = 26,691.35, 26,691.35+177,942.375 = 204,633.73

5th year 15% increase for non-graduate in education 0.15 x 204,633.73 = 30,695.06, 30,695.06+204,633.73 = 235,328.79

6th year 15% increase for non-graduate in education 0.15 x 235,328.79 = 35299.32, 35299.32+235,328.79 = 280,628.11

7th year 15% increase for non-graduate in education 0.15 x 270,628.11 = 40,594.22, 40,594.22+270,628.11 = 311,222.33 is the year 7th Answer: (E)

Question-4

What is the number of self-employed graduates as a proportion of the total number of individuals in Tarleton district?

A. 3%

B. 4%

C. 5%

D. 6%

E. 7%

EXPLANATION Self-employed graduate = 210,000 Total individual = 210,000+900,000 = 3,000,000 Proportion = 210,000/3,000,000 x 100 = 0.07 x 100 = 7% Answer: (E)

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