numerical reasoning - Aptitude Ace

Updated: Dec 2025 | Used by 10,000+ Learners Globally Master the Logiks Intermediate Level: A Complete Preparation Strategy The Cubiks Logiks General Intermediate Level Test(Taology) is one of the fastest-paced and most competitive reasoning assessments used in modern recruitment. With just 12 minutes to complete 50 questions across three sections, mastering this test requires strategy, speed, and targeted practice. This detailed guide walks you through everything you need for effective Logiks Intermediate preparation, including the test format, question types, study plans, and advanced strategies. You’ll also find placeholders for examples and a cheat sheet that you can add later Logiks General Intermediate Test Format and Structure Core Test Sections and Question Types You’ll Encounter The Logiks Intermediate Assessment contains three individually timed sections, each lasting 4 minutes:Numerical Reasoning – 16 Questions in 4 MinutesTests your ability to process numbers quickly. Includes:Number sequencesBasic arithmetic logicRatio-based word problemsQuick numerical deductionsVerbal Reasoning – 24 Questions in 4 MinutesMeasures your understanding of language and logical statements. Includes:Verbal analogiesAntonymsOdd-one-out wordsLogical interpretation & short deductionsAbstract Reasoning – 10 Questions in 4 MinutesTests visual reasoning. Includes:shape progression problems. ➡️ Pro tip: Our Cubiks Cheatsheet contains a targeted wordlist of the most common vocabulary, helping you prepare faster. What Makes the Intermediate Level DifferentThe Logiks Intermediate level is unique because:It is shorter and faster than most aptitude tests.Each section has a separate timer, making pacing essential.It measures balanced reasoning ability across numerical, verbal, and abstract areas.It emphasises speed-based deduction, not complex math.It is used widely for roles requiring analytical and problem-solving strengths.Because of its speed and variety, even strong candidates struggle without targeted preparation. ➡️ Timed practice available in our Cubiks Full-Length Course Time Allocation and Scoring System Explained Each section is strictly timed:SectionQuestionsTimeNumerical164 minutesVerbal244 minutesAbstract104 minutesTotal5012 minutesScoring Notes:No negative marking → Guess if unsureTest is norm-referenced → You receive a percentile rankingEmployers often look for 50th–70th percentile minimum, higher for competitive rolesCubiks 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 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 = 22 Verbal Foundation Skills Build a list of commonly tested vocabularyPractice analogy reasoningTrain yourself to interpret short statements quicklyStrengthen your understanding of word relationshipsExample 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. Abstract Foundation Skills 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 ‘×Next Steps in Your Test PrepCubiks Logiks General(Intermediate) Test Cheatsheet – Word List + Numerical ShortcutsThis will include:Quick numerical shortcuts for ratiosNumber series pattern rulesFrequently asked vocabulary wordsFast pattern-recognition rules for abstract reasoninghttps://gumroad.com/products/wktjr/edit Ultimate Preparation Guide for Logiks Intermediate Numerical AbilityTo excel in the numerical section: Learn Common Sequence PatternsMost follow:/ – increments× / ÷ patternsAlternating logicHybrid rules Master Ratio-Based Word ProblemsUse quick ratio simplification and proportional reasoning. Improve Mental MathNo calculators allowed—train speed for:MultiplicationPercentagesApproximations Drill Under Real TimingsTry completing 16 questions in 4 minutes during practice. Expert Verbal Reasoning Tips for Logiks Intermediate SuccessFocus on High-Scoring Question Types FirstSkip longer deduction questions initially. Learn Frequently Tested WordsMany appear repeatedly across tests. Use Rapid EliminationRemove obviously incorrect options to increase your odds. Practise Short-Statement LogicSmall improvements dramatically boost your speed. Master Abstract Reasoning for Logiks Intermediate TestsAbstract reasoning success depends on pattern recognition.The most common rules include:Rotations (45°, 90°, 180°)Directional shiftsElement addition/removalRepetition patternsShading or size progression Strategy:Spend no more than 15 seconds per question. If stuck → eliminate unlikely answers → guess → move on. Creating an Effective Study Schedule and TimelineMost candidates do NOT have weeks to prepare. So here are TWO fast, realistic study plans.7-Day Logiks Intermediate Preparation PlanDay 1: Learn question formats for all 3 sections Day 2: Numerical drills + common shortcuts Day 3: Verbal reasoning vocabulary + analogy training Day 4: Abstract reasoning sequence patterns Day 5: Full-length mock test (50 questions, 12 minutes) Day 6: Review weakness + focused drills Day 7: Another mock test + final refinement Perfect for candidates with a week to prepare. 3-Day Express Preparation PlanDay 1:Learn all question formatsReview ratio shortcuts + series rulesVocabulary crash courseDay 2:Numerical, verbal, and abstract timed drillsTake one full-length testDay 3:Analyse mistakesReattempt difficult question typesTake the final mock testIdeal when preparing under tight deadlines. Setting Realistic Goals From the StartTake a diagnostic test first, then set goals such as:Complete verbal questions at 6 seconds per questionScore 7+ in the abstract sectionAchieve 70% accuracy in numericalRealistic, trackable goals help you progress faster. Daily Practice Routines That Actually Work10–15 minutes warm-up per sectionOne full mock every 2 daysReview every incorrect answerDaily vocabulary revisionConsistency beats intensity. Tracking Progress and Adjusting Your Study PlanTrack:Accuracy per sectionSpeed per questionFrequency of repeated mistakesPercentile improvementAdjust your plan if you see stagnation.Top Study Materials to Ace the Logiks Intermediate AssessmentIf you want structured, exam-accurate practice, try our Logiks Intermediate Course with 6 Full-Length Timed Practice Tests.These tests include:Realistic 16/24/10 question structure12-minute timed formatDetailed explanationsBenchmark scoringSection-wise performance analyticsThis is the most effective way to simulate real exam pressure and improve quickly. If you are looking for other options , look for :Timed practice testsDetailed solution banksVocabulary listsRatio/series shortcut guidesOfficial-style mock examsAvoid outdated formats with incorrect question counts or timings. Where to Find Reliable Logiks Intermediate Mock Exams OnlineChoose platforms offering:Exact Logiks formatRealistic difficultyExplanationsUnlimited attemptsMock tests remain the most powerful preparation tool. Free Logiks Intermediate Practice Questions with Step-by-Step SolutionsUse free questions for:Warm-upPattern trainingConcept revisionBut depend on full mocks for actual simulation. Proven Test-Taking Strategies for Maximum PerformanceStart with easier questionsUse eliminationKeep a strict paceNever leave blanksGuess intelligently when unsureSmall strategy changes → large score improvements.Master Time Management for Logiks Intermediate SuccessA practical pacing guide:Numerical: 15 seconds per questionVerbal: 6–7 seconds per questionAbstract: 20–22 seconds per questionConfidence and rhythm matter more than overthinking. 10 Common Mistakes to AvoidSpending too long on a single questionReading verbal statements too slowlyOverthinking abstract patternsNot using eliminationIgnoring vocabularyNot practising under 12-minute pressureNeglecting number seriesFailing to review mistakesNot preparing ratios beforehandStarting with the hardest questionAvoiding these mistakes alone can boost your percentile significantly. Understanding Logiks Intermediate ScoringThere is no fixed “pass mark.”General employer expectations:50th percentile: Minimum acceptable70th percentile: Strong85th percentile+: ExcellentFocus on steady improvement rather than a single target number.SummaryMastering the Logiks Intermediate Level test requires:Understanding the exact question formatsDeveloping strong foundations in numerical, verbal, and abstract skillsUsing shortcuts and vocabulary listsPractising with full-length timed testsApplying smart test-taking and time-management strategiesConsistent effort, even over a few days, can dramatically boost your performance.Frequently Asked Questions (FAQ) How long should I study for the Logiks Intermediate Level test?Between 3 and 7 days of focused practice is often sufficient. What’s the passing score?No fixed passing score—your score is converted into a percentile ranking. Still, as a rule of thumb, it is good to score in the range of 70% correct, to be on the safe side. Can I retake the test?Yes, usually after a 6–12 month wait, depending on employer policy. Are calculators allowed?No, all numerical reasoning must be mental or using quick scratch work. Time is so short that you will end up wasting your time more on the calculator rather than doing mental math. How does Logiks compare to other aptitude tests?It is faster, shorter, and more speed-intensive than tests like SHL or Talent Q. Predictive Index is also 12 minutes long, but it does not have three different sections. CCAT is 15 minutes long with no different sections. This is why Logiks General is a bit more difficult , because essentially one will be taking three different tests inside one exam.

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