Day: December 14, 2025

Cubiks Logiks General Intermediate Test: Format, Questions & Practice Guide (2026) Updated: Dec 2025 | Used by 10,000+ Learners Globally What Is the Cubiks Logiks General Intermediate Test?The Cubiks Logiks General Intermediate Test is a timed cognitive ability assessment used by employers to evaluate reasoning speed, problem-solving ability, and mental agility under pressure.It is part of the Logiks assessment suite originally developed by Cubiks (now part of Talogy). The General Intermediate level is typically used for:Graduate schemesEntry-level professional rolesAdministrative and analyst positionsEarly-career corporate hiringUnlike longer aptitude tests, the Cubiks Logiks General Intermediate Test is designed to measure how quickly you can process information across multiple reasoning types in a short time frame. Core Characteristics of the TestTotal Duration: 12 minutesTotal Questions: 50Three Separately Timed Sections:Numerical Reasoning (4 minutes)Verbal Reasoning (4 minutes)Abstract Reasoning (4 minutes)No Calculator AllowedPercentile-Based ScoringEach section automatically locks after four minutes, meaning you cannot carry unused time forward. This structure makes the assessment significantly more intense than many traditional aptitude tests. Why Employers Use ItEmployers use the Cubiks Logiks General Intermediate Test to identify candidates who can:Think clearly under time pressureSwitch rapidly between problem typesMaintain accuracy while working quicklyCompete effectively in high-volume hiring processes Because results are reported as percentiles, your performance is compared directly to other candidates in the same assessment pool. In competitive recruitment campaigns, even small differences in timing strategy can significantly affect your ranking.If you are applying for a role that uses this test, preparation should focus not only on question types — but on speed conditioning under real 12-minute constraints.This guide gives you a structured, strategic approach to mastering the Cubiks Logiks General Intermediate Test, improving your speed, and benchmarking your score realistically.If you’re serious about scoring above the 70th percentile, read carefully. Logiks General Intermediate Test Format and Structure ➡️ Pro tip: Our Cubiks Cheatsheet contains a targeted wordlist of the most common vocabulary, helping you prepare faster. What Makes the Intermediate Level DifferentUnlike longer aptitude tests:There is no time to “warm up.”You must instantly switch between reasoning types.You average:15 seconds per numerical question6–7 seconds per verbal question20 seconds per abstract questionEven strong candidates struggle without timed practice. That’s why simulation is critical. 👉 Train under real 12-minute pressure with our Logiks Intermediate Full-Length Practice Course. How Logiks Intermediate Scoring Really WorksThere is no pass mark.Your score is converted into a percentile ranking based on other candidates. Typical Benchmarks50th percentile → Minimum acceptable70th percentile → Competitive85th percentile+ → High performer Because the test is speed-based, small time management errors can drop you 20+ percentile points.Important scoring facts:No negative markingGuessing is statistically smartSpeed affects percentile more than difficulty If you leave 8–10 questions blank, you significantly reduce your ranking potential. Benchmark your current level with a realistic timed simulation inside our Cubiks Logiks Intermediate Course.Cubiks Logiks General Intermediate Retake PolicyPolicies vary, but generally:Retakes are allowed after a cooling-off period, typically 6–12 monthsSome employers only allow retakes when applying for a new positionThird-party testing platforms may enforce their own limitsAlways confirm with the organisation administering your exam.Building Strong Foundational Skills for Each Test SectionYour foundation determines how quickly and accurately you can solve questions.Numerical Foundation SkillsMaster basic mental arithmeticLearn shortcuts for ratios, percentages, and fractionsPractice number sequence logicImprove speed via 4-minute drills Section Breakdown + Expanded Examples Let’s break down what you’ll actually face.Numerical Reasoning (16 Questions – 4 Minutes)This section tests:Number sequencesBasic arithmetic logicRatio-based word problemsQuick numerical deductionsNo Calculator allowed Example :What is the next number in the sequence below? 4 11 25 53A.109B.105C.96D.87E.85 Explaination Correct Answer A)To identify the next number in the sequence provided, let’s analyse the pattern of the sequence:4, 11, 25, 53By examining the differences between consecutive numbers:11–4 = 7 25–11 = 14 53–25 = 28We notice that the differences between consecutive terms are increasing by a factor of 2 each time (7, 14, 28).To find the next difference, we multiply the last difference by 2:28 * 2 = 56Now, to find the next number in the sequence, we add this difference to the last number:53 + 56 = 109Thus, the next number in the sequence is 109.Therefore, the correct answer is:A) 109 Correct Answer A)To identify the next number in the sequence provided, let’s analyse the pattern of the sequence:4, 11, 25, 53By examining the differences between consecutive numbers:11–4 = 7 25–11 = 14 53–25 = 28We notice that the differences between consecutive terms are increasing by a factor of 2 each time (7, 14, 28).To find the next difference, we multiply the last difference by 2:28 * 2 = 56Now, to find the next number in the sequence, we add this difference to the last number:53 + 56 = 109Thus, the next number in the sequence is 109.Therefore, the correct answer is:A) 109You are responsible for mailing 80,000 letters. You must mail 25% of the total letters over the next five days. If you plan to mail 1/5 of this amount each day, what is the total amount that you plan to mail each day?A.4000B.2000C.20000D.5000E.7000 Explaination Solution: Correct Answer A)To find out how many letters you plan to mail each day, let’s break down the process:Total number of letters to be mailed = 80,000You plan to mail 25% of the total letters over the next five days. Therefore, the number of letters you plan to mail each day is:25% of 80,000 = (25/100) * 80,000 = 20,000 lettersSince you plan to mail 1/5 of this amount each day:1/5 * 20,000 = 4,000 lettersSo, the total amount that you plan to mail each day is 4,000 letters.Therefore, the correct answer is:A) 4000 Solution: Correct Answer A)To find out how many letters you plan to mail each day, let’s break down the process:Total number of letters to be mailed = 80,000You plan to mail 25% of the total letters over the next five days. Therefore, the number of letters you plan to mail each day is:25% of 80,000 = (25/100) * 80,000 = 20,000 lettersSince you plan to mail 1/5 of this amount each day:1/5 * 20,000 = 4,000 lettersSo, the total amount that you plan to mail each day is 4,000 letters.Therefore, the correct answer is:A) 4000Example 3: 12 + [?] = 30–8A.14B.12C.10D.8E.6 Explaination Solution: Correct Answer is C12 + 10 = 22 Solution: Correct Answer is C12 + 10 = 22Numerical StrategyTo excel in the numerical section:Learn Common Sequence Patterns Most follow:/ – increments× / ÷ patternsAlternating logicHybrid rulesMaster Ratio-Based Word Problems Use quick ratio simplification and proportional reasoning.Improve Mental Math No calculators allowed—train speed for:MultiplicationPercentagesApproximationsDrill Under Real Timings Try completing 16 questions in 4 minutes during practice. Practise full 4-minute numerical drills inside our Logiks Intermediate practice simulations. Verbal Reasoning (24 Questions – 4 Minutes) This is the fastest section.You must answer 24 questions in 240 seconds.Types include:AnalogiesAntonymsOdd-one-outLogical deductionsExample 1: Ink is to pen as paint is to: Brush Color Artist Palette Easel Explaination Solution: Ink is to pen as paint is to ___?Ink is the substance used by a pen to write.So we’re looking for something that uses paint, just as a pen uses ink.Let’s look at the options:A) Brush – A brush uses paint to create art (just like a pen uses ink to write). ✅ CorrectB) Colour – Paint produces colour, but colour is a result, not a tool. ❌C) Artist – An artist uses paint, but the artist is a person, not the tool. ❌D) Palette – A palette holds paint, but it doesn’t use it like a pen uses ink. ❌E) Easel – An easel holds the canvas, not the paint. ❌ Solution: Ink is to pen as paint is to ___?Ink is the substance used by a pen to write.So we're looking for something that uses paint, just as a pen uses ink.Let’s look at the options:A) Brush – A brush uses paint to create art (just like a pen uses ink to write). ✅ CorrectB) Colour – Paint produces colour, but colour is a result, not a tool. ❌C) Artist – An artist uses paint, but the artist is a person, not the tool. ❌D) Palette – A palette holds paint, but it doesn’t use it like a pen uses ink. ❌E) Easel – An easel holds the canvas, not the paint. ❌Example 2: If the assumptions are true, is the conclusion:Assumptions:Student A and Student B both enrolled in Course M and Course N.Course P is not available to students who are enrolled in Course N.Conclusion: Student A and Student B cannot enrol in Course P. Correct Incorrect Uncertain Explaination Solution: Given :Assumptions:Student A and Student B both enrolled in Course M and Course N.Course P is not available to students who are enrolled in Course N.Conclusion: Student A and Student B cannot enrol in Course P.Correct Answer: A) CorrectExplanation: Since both Student A and B are enrolled in Course N, and Course P is not available to those in Course N, they cannot enrol in Course P. Hence, the conclusion is correct. Solution: Given :Assumptions:Student A and Student B both enrolled in Course M and Course N.Course P is not available to students who are enrolled in Course N.Conclusion: Student A and Student B cannot enrol in Course P.Correct Answer: A) CorrectExplanation: Since both Student A and B are enrolled in Course N, and Course P is not available to those in Course N, they cannot enrol in Course P. Hence, the conclusion is correct. Why Verbal Destroys ScoresMany candidates read too slowly. At 6 seconds per question, you cannot re-read.You must:Eliminate wrong answers immediatelyRecognise patterns instantlyBuild vocabulary in advance👉 Improve verbal speed using our Cubiks Logiks Intermediate timed mocks. Abstract Reasoning (10 Questions – 4 Minutes) Unlike other tests, Logiks Intermediate Abstract Reasoning only requires mastery of shape sequences. Build fundamentals in:Rotation recognitionPattern rhythm (ABAB, increasing complexity, mirror patterns)Element addition or subtractionUnderstanding directionality and repetitionExample : Which of the following boxes should replace the question mark(?) to complete the pattern? Explaination Correct Answer: B The series alternates between ‘×’ and ‘ ÷’ . So the next element in the list is ‘× Correct Answer: B The series alternates between ‘×’ and ‘ ÷’ . So the next element in the list is ‘×Master Abstract Reasoning for Logiks Intermediate TestsUnlike other tests, Logiks Intermediate Abstract Reasoning only requires mastery of shape sequences..The most common rules include:Rotations (45°, 90°, 180°)Directional shiftsElement addition/removalRepetition patternsShading or size progressionStrategy:Spend no more than 15 seconds per question. If stuck → eliminate unlikely answers → guess → move on. Practise full 4-minute abstract reasoning drills inside our Logiks Intermediate practice simulations.Free Logiks Intermediate Practice Questions with Step-by-Step SolutionsUse free questions for:Warm-upPattern trainingConcept revision Practice the free Cubiks Logiks General Intermediate Practice QuestionsStudy Plans That Actually WorkMost candidates prepare under time pressure.Here are realistic structures.7-Day Preparation PlanDay 1: Learn format + diagnostic testDay 2: Numerical drillsDay 3: Verbal speed trainingDay 4: Abstract patternsDay 5: Full-length 12-minute mockDay 6: Weakness correctionDay 7: Final benchmark simulation3-Day Express PlanDay 1: Format + shortcuts + vocabularyDay 2: Section drills + 1 full mockDay 3: Error review + final timed simulationShort preparation works — if practice is realistic.👉 Unlock structured 12-minute simulations in our Logiks Intermediate Full Course.10 Common Mistakes That Lower PercentileSpending 40 seconds on one questionNot guessingIgnoring number sequencesReading verbal statements twiceOveranalyzing abstract patternsNot practising full 12-minute testsSkipping ratio revisionNo pacing strategyStarting with hardest questionNot tracking accuracyAvoiding just 3–4 of these can raise you a full percentile band.How Logiks Compares to Other Aptitude TestsCompared to SHL or Talent Q:ShorterFasterMore section switchingHigher pressure per minuteUnlike CCAT (15 minutes continuous),Logiks forces you to mentally reset every 4 minutes.That transition pressure increases difficulty significantly.Final Strategy for Mastering the Logiks Intermediate LevelSuccess requires:Format masterySection-specific drillsSpeed trainingFull 12-minute simulationsPercentile benchmarkingYou do not need months. You need accurate practice under real conditions.If you want to compete at the 70th–85th percentile level:👉 Start a realistic 12-minute timed practice test inside our Cubiks Logiks Intermediate Course.👉 Benchmark your score.👉 Identify your weakest section.👉 Improve strategically.Because in a 12-minute test, hesitation equals lost percentile.Frequently Asked QuestionsHow long should I study?3–7 days of focused, timed practice is sufficient for most candidates.What score is safe?Aim for 70%+ correct to stay competitive — but percentile depends on comparison group.Can I retake the test?Usually after 6–12 months, depending on employer policy.Are calculators allowed?No. Mental math speed is essential.Is Logiks harder than SHL?Not conceptually — but significantly faster.

Day: December 14, 2025

Master the Logiks Intermediate Level: A Complete Preparation Strategy

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