5 Free Online Numerical Reasoning Test Courses with FAQs

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Numerical reasoning is a cornerstone of quantitative aptitude and is a vital skill for professionals across various industries. Whether pursuing a career in finance, data analysis, or engineering, the ability to interpret and analyze numerical data is essential.

The Alison Numerical Reasoning Test is a comprehensive assessment designed to gauge your skill. Understanding your strengths and weaknesses can tailor your preparation to excel in future numerical reasoning exams, job interviews, and professional endeavours.

In this guide, we’ll give you a structured approach to numerical reasoning test preparation. From understanding the test format to practising key concepts, we’ll equip you with the tools and strategies needed to succeed.

What is a Numerical Reasoning Test?

A numerical reasoning test is an assessment designed to evaluate your ability to analyze and interpret numerical data and apply logical reasoning to solve quantitative problems. These tests often involve presenting you with sets of data in various formats, like tables, graphs, or charts, and then asking you to answer questions based on the information provided.

Common Types of Questions in Numerical Reasoning Tests

Numerical reasoning tests can vary in format and difficulty, but they typically assess your ability to solve problems involving the next types of questions:

Arithmetic Operations

• Basic Calculations: Addition, subtraction, multiplication, and division.
• Order of Operations: Adhering to the rules of PEMDAS (Parentheses, Exponents, Multiplication and Division, Addition and Subtraction).
• Fractions and Decimals: Working with fractions, decimals, and converting between the two.

Percentage Calculations

• Finding Percentages: Calculating a percentage of a given number.
• Calculating Increases and Decreases: Determining percentage increases or decreases.
• Discount and Markup: Applying discounts or markups to prices.

Ratio and Proportion Problems

• Simplifying Ratios: Reducing ratios to their simplest form.
• Finding Equivalent Ratios: Determining ratios that are equal to a given ratio.
• Solving Proportion Problems: Using cross-multiplication to solve proportion equations.

Data Interpretation

• Reading and Understanding Tables: Interpreting data presented in tables.
• Analyzing Graphs: Interpreting data presented in various graph types, like bar graphs, line graphs, and pie charts.
• Identifying Trends and Patterns: Recognizing trends, patterns, and relationships within data sets.

Logical Reasoning

• Number Sequences: Identifying patterns and determining the next number in a sequence.
• Word Problems: Solving problems that need logical reasoning and the application of numerical concepts.
• Data Adequacy: Determining whether the information provided is enough to answer a question.

By familiarizing yourself with these common question types and practising regularly, you can improve your numerical reasoning skills and increase your chances of success on standardized tests and in professional settings.

Why Are Numerical Reasoning Tests Used?

Numerical reasoning tests are widely employed across various fields due to their effectiveness in assessing an individual’s quantitative abilities and problem-solving skills. Here are some key reasons why these tests are used:

Recruitment and Hiring

• Quantitative Aptitude: Employers use numerical reasoning tests to evaluate a candidate’s ability to handle numerical data and carry out calculations accurately.
• Problem-Solving Skills: These tests assess a candidate’s problem-solving abilities, as many questions need logical thinking and analytical skills.
• Decision-Making: Numerical reasoning skills are essential for making informed decisions based on quantitative information.

Academic Assessment

• Mathematical Skill: Numerical reasoning tests can measure a student’s understanding of mathematical concepts and their ability to apply them to real-world problems.
• Analytical Thinking: These tests assess a student’s ability to think critically, analyze data, and draw logical conclusions.
• Course Placement: Numerical reasoning tests can be used to decide appropriate course placement for students based on their mathematical abilities.

3. Professional Development

• Skill Assessment: Individuals can use numerical reasoning tests to find their strengths and weaknesses in quantitative skills.
• Targeted Improvement: By understanding their areas of improvement, individuals can focus on developing specific skills and strategies.
• Career Advancement: Strong numerical reasoning skills can be a valuable asset for career advancement in many fields, including finance, engineering, data analysis, and management.

By understanding the reasons behind the use of numerical reasoning tests, individuals can better prepare for these assessments and leverage the insights gained to enhance their professional development and career prospects.

How to prepare for the Numerical Reasoning Tests

To achieve optimal performance in a numerical reasoning test, diligent preparation is indispensable. To help your learning journey, Alison’s platform offers many complimentary online courses meticulously curated to enhance your numerical reasoning prowess. These courses are meticulously designed to equip you with the requisite knowledge and skills to tackle the challenges posed by numerical reasoning assessments with confidence.

Mastering Junior Certificate Maths: A Comprehensive Online Course

Are you preparing for the Junior Certificate Ordinary Level Mathematics exam? This free online course offers a comprehensive review of the key mathematical topics covered in the assessment.

Course Highlights:

• In-depth Coverage: Explore a wide range of mathematical concepts, including probability, statistics, geometry, and algebra.
• Expert Guidance: Gain from clear and concise video explanations that break down complex topics into easily digestible segments.
• Interactive Learning: Engage with quizzes and exercises to reinforce your understanding and track your progress.
• Exam Preparation: Tailor your studies to tackle your specific areas of weakness and build confidence for the Junior Certificate exam.

Topics Covered:

• Probability and Statistics
• Shape, Size, and Relative Position of Spaces and Objects
• Geometric Properties
• Algebraic Concepts

Why Choose This Course?

• Personalized Learning: Tailor your studies to your individual needs and learning style.
• Free Access: Enjoy the convenience of learning at your own pace without any financial burden.
• Comprehensive Coverage: Gain a thorough understanding of the essential mathematical topics for the Junior Certificate.
• Expert Instruction: Learn from experienced educators who specialize in mathematics education.

In This Free Course, You Will Learn How To

This comprehensive course is designed to equip you with the essential mathematical skills needed for success in various academic and professional endeavours. Through engaging lessons and practical exercises, you will learn to:

• Geometric Foundations: Work confidently with shapes and their properties, applying synthetic geometry principles.
• Trigonometric Mastery: Solve equations involving sines, cosines, and tangents, utilizing trigonometric functions effectively.
• Probability and Statistics: Understand and apply probability concepts to solve real-world problems and interpret stem-and-leaf diagrams.
• Number Systems and Operations: Explore different number systems, including indices, arithmetic series, and geometric series.
• Financial Mathematics: Calculate simple and compound interest, as well as annual equivalent rate (AER) and annual percentage rate (APR).
• Measurement and Geometry: Calculate the length, area, and volume of various shapes and segments.
• Algebraic Expressions and Equations: Simplify surds, solve expressions and formulas, and master different techniques for solving quadratic equations.
• Functions and Graphs: Analyze and plot graphs of quadratic, cubic, and exponential functions.
• Calculus Basics: Understand the fundamentals of differentiation and apply them to calculate rates of change.

Geometry Basics, Geometric Constructions and Logic

Embark on a journey through the fascinating world of geometry with this free online course. Delve into the fundamental concepts that shape our understanding of size, shape, and spatial relationships.

Course Highlights:

• Geometric Foundations: Explore the building blocks of geometry, including points, lines, and planes.
• Spatial Relationships: Understand the concepts of parallelism, perpendicularity, and other geometric relationships.
• Polygons and Shapes: Study the properties and characteristics of various polygons and geometric figures.
• Logical Reasoning: Develop critical thinking skills as you apply logical reasoning to geometric problems.

Why Choose This Course?

• Free Access: Learn at your own pace without any financial burden.
• Comprehensive Coverage: Gain a solid understanding of the core concepts of geometry.
• Practical Applications: Explore the real-world applications of geometric principles.
• Skill Development: Enhance your problem-solving, analytical, and spatial reasoning abilities.

In This Free Course, You Will Learn How To

This comprehensive course is designed to equip you with a solid understanding of logical reasoning and geometric principles. Through engaging lessons and practical exercises, you will learn to:

• Logical Connectives: Differentiate between conditional and biconditional statements and find the five basic logical connectives.
• Quantifiers: Understand the two types of quantifiers and their roles in logical expressions.
• Rules of Inference: Apply the rule of inference for disjunction to draw logical conclusions.
• Geometric Fundamentals: Recognize the three essential elements that compose all geometric objects, define angles, and classify different types of angles and triangles.
• Formal Proofs: Explore the two primary types of formal proofs and their applications in geometry.
• Trigonometric Relationships: Understand the concept of trigonometric ratios and their applications.
• Congruence: Define congruence and its properties in geometry.

The Fundamentals of Statistics

Gain a solid foundation in statistics with this free online course. Explore essential statistical techniques, including measures of central tendency and dispersion, to analyze and interpret data effectively.

Course Highlights:

• Sampling and Data Collection: Learn the fundamentals of sampling techniques and data collection approaches.
• Central Tendency: Master the calculation and interpretation of mean, median, and mode.
• Dispersion Measures: Understand the concept of standard deviation and its role in measuring data variability.
• Sigma Notation: Discover the advantages of using Sigma Notation for simplifying statistical calculations.
• Statistical Analysis: Apply statistical techniques to analyze real-world data and gain valuable insights.

Why Choose This Course?

• Free Access: Learn at your own pace without any financial burden.
• Comprehensive Coverage: Gain a solid understanding of key statistical concepts.
• Practical Applications: Explore real-world examples of statistical analysis.
• Skill Development: Enhance your data analysis and problem-solving abilities.

In This Free Course, You Will Learn How To

Gain a deep understanding of statistical techniques with this free online course. From data collection to advanced analysis, you will learn the essential techniques for extracting meaningful insights from data.

Course Highlights:

• Sampling and Data Collection: Explore the principles of sampling and various techniques for gathering data.
• Data Classification: Compare different techniques for classifying and organizing data.
• Descriptive Statistics: Calculate measures of central tendency (mean, median, mode) and dispersion (range, mean absolute deviation, variance, standard deviation).
• Sigma Notation: Use sigma notation to efficiently write and calculate large sums.
• Probability Distributions: Explore the normal distribution and its properties, including labelling mean, standard deviations, and percentages on a bell curve.
• Correlation and Regression: Analyze relationships between data sets using correlation analysis, create scatter plots, and calculate the Pearson coefficient of correlation.
• Regression Analysis: Calculate the equation of the regression line and assess the “best fit” for a given data set.

Why Choose This Course?

• Free Access: Learn at your own pace without any financial burden.
• Comprehensive Coverage: Gain a deep understanding of statistical concepts and techniques.
• Practical Applications: Explore real-world examples of statistical analysis.
• Skill Development: Enhance your data analysis and problem-solving abilities.

Financial Maths

Gain a solid understanding of financial mathematics and its practical applications with this comprehensive course. Learn essential concepts that will empower you to make informed financial decisions.

Course Highlights:

• Fundamental Concepts: Explore the core principles of financial mathematics, including interest rates, percentages, depreciation, and taxation.
• Practical Applications: Discover how to calculate interest, percentage loss, depreciation value, and your PRSI, net pay, or take-home pay.
• Financial Literacy: Enhance your financial knowledge and make informed decisions about your finances.

Why Choose This Course?

• Free Access: Learn at your own pace without any financial burden.
• Practical Focus: Gain valuable skills that can save you money and improve your financial well-being.
• Expert Guidance: Learn from experienced instructors who specialize in financial mathematics.
• Flexible Learning: Study at your convenience and tailor your learning to your individual needs.

In This Free Course, You Will Learn How To

Gain a solid understanding of essential financial calculations with this free online course. Learn how to:

• Profit and Discounts: Calculate profit, including scenarios with special discounts.
• Percentage Changes: Assess percentage increases and decreases using multipliers and reverse percentage changes.
• Interest Calculations: Calculate interest on loans and investments, including compound interest with the annual percentage rate.
• Depreciation: Decide the depreciation value of assets.
• Taxation: Estimate income tax, universal social charge, and PRSI on your paycheck.
• Current Value and Future Value: Work with current value and future value formulas, including the amortization problem.

Why Choose This Course?

• Free Access: Learn at your own pace without any financial burden.
• Practical Applications: Gain valuable skills for managing your finances.
• Comprehensive Coverage: Explore a wide range of financial calculations.
• Expert Guidance: Learn from experienced instructors who specialize in financial mathematics.

CLEP College Algebra: Functions, Sequences and Series

Elevate your mathematical skills with this free online course designed to prepare you for the CLEP College Algebra exam. Delve into the world of functions, sequences, and series, mastering the essential concepts and techniques that underpin advanced algebra.

Course Highlights:

• Functions: Explore the fundamental concept of functions and their applications in mathematics.
• Sequence and Series: Learn to manipulate and analyze sequences and series, including their properties and convergence.
• CLEP Exam Preparation: Align your studies with the CLEP College Algebra exam syllabus and develop the skills needed to succeed.
• Comprehensive Coverage: Gain a deep understanding of key topics, including domains, ranges, compositions, and inverse functions.

Why Choose This Course?

• Free Access: Learn at your own pace without any financial burden.
• Expert Guidance: Gain from clear explanations and practice exercises.
• CLEP Exam Success: Prepare effectively for the CLEP College Algebra exam and enhance your academic qualifications.
• Flexible Learning: Study at your convenience and tailor your learning to your individual needs.

In This Free Course, You Will Learn How To

Elevate your algebraic skills with this comprehensive online course. Explore key concepts and techniques, including:

• Systems of Equations and Inequalities: Solve systems of equations and inequalities using various techniques.
• Transformations: Understand the properties of translations and dilations and apply them to functions.
• Task Symmetry: Test functions for symmetry and analyze their graphs.
• Sigma Notation: Use Sigma Notation to represent and calculate sums efficiently.
• Coordinate Plane: Plot points on the coordinate plane and interpret their coordinates.
• Exponential and Logarithmic Forms: Convert between exponential and logarithmic forms and solve equations involving them.
• Binomial Expansion: Calculate binomial expansions with coefficients using the binomial theorem.
• Sequences and Series: Explore different types of sequences and series, including geometric sequences and series.

Why Choose This Course?

• Free Access: Learn at your own pace without any financial burden.
• Comprehensive Coverage: Gain a deep understanding of advanced algebraic concepts.
• Practical Applications: Apply your knowledge to solve real-world problems.
• Skill Development: Enhance your problem-solving and mathematical reasoning abilities.

How to Start Your Free Numerical Reasoning Journey on Alison

Ready to enhance your numerical reasoning skills and unlock new career opportunities? Join Alison’s free online course and gain the confidence and skills needed to excel in numerical reasoning assessments. Don’t miss this opportunity to boost your numerical reasoning skills and open doors to exciting career paths.

In Conclusion

By mastering numerical reasoning, you’re equipping yourself with a valuable skill set that can open doors to a wide range of career opportunities. The ability to analyze data, solve problems, and make informed decisions based on numerical information is highly sought after in today’s competitive job market.

Whether you’re preparing for a job interview, pursuing higher education, or simply looking to enhance your quantitative skills, Alison’s free online course provides the necessary tools and resources. With consistent practice and dedication, you can develop the confidence and skills needed to excel in numerical reasoning assessments.

Don’t let numerical reasoning intimidate you. Take the first step towards mastery by enrolling in Alison’s course today. Your future success starts here!

FAQs

What is a numerical reasoning test?

A numerical reasoning test is an assessment designed to evaluate your ability to analyze and interpret numerical data and to apply logical reasoning to solve quantitative problems. These tests often involve presenting you with sets of data in various formats, like tables, graphs, or charts, and then asking you to answer questions based on the information provided.

Why are numerical reasoning tests used?

Numerical reasoning tests are used for various purposes, including:

• Recruitment: Employers often use these tests to assess a candidate’s quantitative aptitude, problem-solving skills, and ability to work with numbers.
• Academic Assessment: In educational settings, numerical reasoning tests can be used to evaluate students’ mathematical skill and analytical thinking.
• Professional Development: These tests can help individuals find their strengths and weaknesses in numerical reasoning and develop strategies for improvement.

How can I prepare for a numerical reasoning test?

To prepare for a numerical reasoning test, consider the next strategies:

• Familiarize Yourself with the Test Format: Understand the types of questions that may appear on the test and practice with sample questions.
• Review Basic Mathematical Concepts: Brush up on your skills in arithmetic, algebra, and data interpretation.
• Practice Time Management: Practice solving numerical reasoning problems under timed conditions to improve your speed and accuracy.
• Seek Extra Resources: Consider using online courses, tutoring, or practice materials to supplement your preparation.

What are some common mistakes to avoid on a numerical reasoning test?

Some common mistakes to avoid include:

• Rushing through questions: Take your time and carefully read each question before answering.
• Making careless errors: Double-check your calculations and answers to avoid mistakes.
• Not using the provided calculator: If a calculator is allowed, use it effectively to save time and avoid errors.
• Overthinking questions: Don’t spend too much time on any one question if you’re struggling. Move on and come back to it later if you have time.

Are there any online resources available to help me practice for a numerical reasoning test?

There are many online resources available to help you practice for a numerical reasoning test. Some popular options include:

• Alison’s free online courses
• Practice tests from online platforms
• Numerical reasoning textbooks and workbooks
• Online forums and communities

By using these resources and using the tips above, you can improve your numerical reasoning skills and increase your chances of success on the test.