📚 VA-RC Deck 29 of 30 • Verbal Ability Series

Master Critical Reasoning Inference

Learn must-be-true logic and conclusion identification. Distinguish strong vs weak inferences and never fall for “sounds right” traps again. Your verbal reasoning edge starts here.

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Visual guide showing the difference between must-be-true and could-be-true in CAT Critical Reasoning inference questions
Visual Guide: Understanding the critical distinction between must-be-true (forced by premises) and could-be-true (compatible but not required). This framework eliminates 60% of wrong answers instantly.

📚 CR Inference Flashcards

Master must-be-true logic with spaced repetition

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🎯 Test Your CR Inference Skills

5 CAT-style questions with detailed explanations

Question 1 of 5 0 answered

🎯 Test Complete!

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Question 1 of 5

All members of the chess club are also members of the mathematics club. Some mathematics club members participate in competitive tournaments. No one who participates in competitive tournaments has time for part-time jobs.

Which of the following must be true?

  • A
    All chess club members participate in competitive tournaments
  • B
    Some chess club members do not have time for part-time jobs
  • C
    Most mathematics club members are also chess club members
  • D
    No chess club members have part-time jobs

✓ Correct! Option B is the answer.

Why B is correct: All chess club members are in math club (premise 1). Some math club members are in tournaments (premise 2). This means at least some chess club members could be among those tournament participants. Tournament participants have no time for part-time jobs (premise 3). Therefore, at least some chess club members (those in tournaments) don’t have time for part-time jobs. This must be true.

Common Traps:

Option A (Quantifier Upgrade): Upgrades “some possible overlap” to “all chess members”—not forced by premises.

Option C (Reversal): Reverses the subset relationship. Math club could be much larger than chess club.

Option D (Over-Generalization): “Some don’t” is not the same as “none do”. Chess members not in tournaments could have jobs.

Question 2 of 5

Companies that invest heavily in employee training see productivity increases of at least 15% within two years. TechCorp has invested heavily in employee training over the past 18 months. Productivity increases typically become measurable after the first year of training programs.

Which of the following can be properly concluded?

  • A
    TechCorp will see exactly 15% productivity increase
  • B
    TechCorp’s productivity has already increased measurably
  • C
    TechCorp should see at least 15% productivity increase within the next six months
  • D
    All companies should invest heavily in employee training

✓ Correct! Option C is the answer.

Why C is correct: Companies with heavy training investment see at least 15% gains within two years (premise 1). TechCorp invested heavily 18 months ago (premise 2). Two years from start is 24 months. TechCorp is at 18 months, meaning six months remain in the two-year window. Therefore, TechCorp should see at least 15% increase within the next six months to meet the pattern.

Common Traps:

Option A (Exact Number): “At least 15%” means 15% or more, not exactly 15%.

Option B (Timing Assumption): Gains appear within two years, not necessarily by 18 months.

Option D (Policy Recommendation): Describes what happens, not whether companies should do it. Requires value judgments not provided.

Question 3 of 5

In every election over the past decade, voter turnout in District A exceeded 65%. In elections where turnout exceeds 65%, the incumbent party retains power more than 70% of the time. The current representative from District A is from the incumbent party. The upcoming election in District A is next month.

Which of the following is most strongly supported?

  • A
    The incumbent party will definitely win in District A next month
  • B
    Voter turnout in District A next month will exceed 65%
  • C
    The incumbent party is more likely than not to retain power in District A
  • D
    District A voters prefer the incumbent party’s policies

✓ Correct! Option C is the answer.

Why C is correct: District A consistently exceeds 65% turnout (premise 1). High turnout correlates with 70%+ incumbent retention (premise 2). If turnout follows pattern, incumbent retention is more likely than not (70% means more often yes than no). “More likely than not” is properly hedged and directly supported by the probability given.

Common Traps:

Option A (Certainty): “Definitely win” claims 100% certainty. Premises only support 70% probability.

Option B (Pattern Breaking): Past patterns can break. B makes future prediction as certain fact.

Option D (Causation): Correlation doesn’t reveal voter motivation or policy preference reasons.

Question 4 of 5

Research shows that students who study in groups of 3-5 people retain information 20% better than those who study alone. Students who retain information better score higher on exams. Maya studies in a group of four people. The upcoming exam is comprehensive and covers all semester material.

Which of the following must be true based only on the premises?

  • A
    Maya will score higher on the exam than students who study alone
  • B
    Maya retains information 20% better than if she studied alone
  • C
    Studying in groups is the best preparation method for comprehensive exams
  • D
    If the research findings apply to Maya, she should retain information better than if she studied alone

✓ Correct! Option D is the answer.

Why D is correct: The research shows group study improves retention (premise 1). Maya studies in a group (premise 3). Option D carefully qualifies the conclusion with “if the research findings apply to Maya”, making it conditional rather than absolute. Given that condition, the premises force the conclusion. This is the only must-be-true option because it doesn’t assume anything beyond what’s stated.

Common Traps:

Option A (Multiple Assumptions): Requires: research applies to Maya, retention translates to higher scores, no other factors affect performance.

Option B (Individual Application): Research shows this generally, not for Maya specifically. She might be an outlier.

Option C (Comparative): Only compares group to solo, not to all possible methods (tutoring, spaced repetition, etc.).

Question 5 of 5

Most innovations in renewable energy come from companies with more than 100 employees. Companies with more than 100 employees in the renewable sector typically have dedicated R&D budgets exceeding $2 million annually. SolarTech is a renewable energy company that has recently produced an innovation in solar panel efficiency. Last year, SolarTech spent $1.8 million on research and development.

Which of the following can be most reasonably inferred?

  • A
    SolarTech has fewer than 100 employees
  • B
    SolarTech is an exception to the typical pattern in renewable energy innovation
  • C
    Most renewable energy companies have R&D budgets exceeding $2 million
  • D
    Innovation in solar panels requires less R&D spending than other renewable technologies

✓ Correct! Option B is the answer.

Why B is correct: Most innovations come from 100+ employee companies (premise 1). These companies typically spend over $2M on R&D (premise 2). SolarTech produced an innovation (premise 3) but spent only $1.8M (premise 4), below the $2M threshold. If SolarTech has 100+ employees, they’re atypical for spending below $2M yet innovating. If they have fewer employees, they’re atypical for innovating despite that. Either way, SolarTech deviates from the stated pattern.

Common Traps:

Option A (Insufficient Evidence): SolarTech could be a 100+ company with unusually low R&D budget. Atypical cases exist in both categories.

Option C (Scope Expansion): Only tells us about 100+ companies, not what fraction of all renewable companies they represent.

Option D (Unfounded Comparison): No comparative data on wind, hydro, geothermal, etc. provided.

Five-step strategy infographic for solving CR inference questions systematically
Strategy Breakdown: The proven 5-step method for CR inference: Lock premises → Decode question type → Combine systematically → Test by breaking → Prefer safe wording. This framework moves accuracy from 60% to 85%+ in practice.

💡 How to Master CR Inference Questions

Strategic approaches proven to boost accuracy from 60% to 85%+ in CR

📋

The 5-Step Method for Must-Be-True Logic

Execute these steps in order every time. Skipping leads to picking options based on topic familiarity rather than logical necessity.

Step 1: Lock the Premises

Treat all given statements as facts regardless of what you believe. Rephrase complex sentences into simpler logical pieces. “Sales increase when advertising rises” becomes “Ad↑ → Sales↑”.

Step 2: Decode the Question Type

“Must be true”, “can be properly inferred”, “follows logically” all mean the same thing: the answer holds in every acceptable scenario. No exceptions allowed.

Step 3: Combine Information Systematically

Chain relations when possible. A > B and B > C gives you A > C. The correct answer often sits at the junction of multiple premises.

Step 4: Test Options by Trying to Break Them

For each candidate, ask: can I imagine a world where all premises are true but this option is false? If yes, reject it.

Step 5: Prefer Safe Wording

When two options both seem forced, the one with moderate language wins. “Some” beats “all”. “Often” beats “always”. “May” beats “must”.

🎯 Pro Tip:

Spend 30-35 seconds understanding what premises establish before reading options. This pre-work prevents being swayed by how answers frame the information.

🔍

Must vs Could vs Likely: The Critical Distinction

Understanding these categories prevents most errors. They look similar but operate under different rules.

  • Must-be-true means true in every scenario consistent with premises. Zero exceptions. If even one valid interpretation makes it false, it’s wrong.
  • Could-be-true means true in at least one consistent scenario. Possibly true, but not required. Many real-life facts are merely could-be-true relative to CAT premises.
  • Likely or strongly supported means fits premises well but isn’t forced. It’s the safest conclusion given the information, even though alternatives exist.

The Could-Be-True Trap

Most wrong answers fall here. They’re reasonable extensions, plausible in context, and consistent with passage tone. None of that makes them must-be-true.

  • From “some engineers prefer remote work” → Can infer “at least one engineer prefers remote work”
  • Cannot infer “remote work is more productive” or “most engineers will choose remote in future”
  • Those add causation and prediction beyond what’s given
🎯 Pro Tip:

Strong inference restates or combines premises with almost no new assumption. Weak inference adds causal stories, motivations, or broad generalizations not demanded by the text.

🗺️

Combining Multiple Premises Systematically

The correct answer usually requires linking two or more statements. Isolated premises rarely yield must-be-true conclusions on their own.

🔗 Order and Inequality Chains

If A > B and B > C, then A > C follows necessarily. If City X has more population than Y, and Y has more than Z, then X has more than Z. These chains force conclusions without adding content.

🔗 Overlaps and Subsets

If all A are B, and some B are C, then at least some A could be C but you can’t conclude must. If all A are B, and all B are C, then all A are C follows with certainty. Watch the quantifiers carefully.

🔗 Common Link Variables

If premise one says “advertising increases when competition rises”, and premise two says “competition has risen steadily”, you can conclude “advertising has likely increased”. This works when the shared term appears with compatible logic in both premises.

Critical warning: Don’t assume links that aren’t explicit. If one premise discusses sales and another discusses quality, you can’t conclude quality drives sales unless a premise states that connection.

⚠️

Common Traps That Kill Accuracy

Recognizing these trap types immediately eliminates 60-70% of wrong answers:

Interesting but Unsupported

Options discuss the topic intelligently but aren’t derived from premises. They bring in real-world knowledge, common sense, or broader context. All of that is irrelevant.

Quantifier Upgrades

Turn “some” into “most” or “all”, “often” into “always”, or “may” into “must”. Premises are carefully worded with limited scope. Answers that exceed that scope are wrong even if the upgrade seems minor.

Causal Assumptions

Treat correlation or coexistence as causation. If premises say X and Y are associated, you can’t conclude X causes Y or that increasing X will increase Y. Association and causation are different logical categories.

Ignoring Qualifiers

Phrases like “in some cases”, “under these conditions”, or “at least” limit conclusions to specific scenarios. Removing them creates wrong inferences that sound more confident but lack support.

🎯 Last Check Before Marking:

Is this the tightest, least-assumptive statement that fits all premises? If another option requires fewer additional beliefs to accept, choose that one instead.

📚 DEEP DIVE

The Complete Guide: From Theory to Mastery

You’ve practiced the flashcards. You’ve tested yourself. Now understand why the strategies work—and how to adapt them to any CAT CR inference question you’ll encounter.

1,200+ Words of Strategy
5 Thinking Checkpoints
8-10 Min Read Time

Understanding CR Inference Questions in CAT

Inference questions in Critical Reasoning test one thing: can you derive only what the premises force you to accept, nothing more. You’re given statements treated as 100% true, and your job is moving from premises to consequences without adding assumptions or using outside knowledge.

These questions appear with phrases like “must be true”, “can be properly inferred”, “follows logically”, or “best supported conclusion”. The first three demand certainty. The last allows strong support but not wild speculation. Most test-takers fail because they pick options that sound reasonable rather than options that are logically forced.

CAT exploits this by including answers that discuss the topic intelligently but aren’t derived from the premises. They’re true in real life, interesting to consider, or generally sensible. None of that matters. The correct answer must hold in every scenario where the premises are true.

🤔

Pause & Reflect

Before reading further: Can you identify the difference between what a passage says (facts given) and what must follow (forced conclusions)?

If you struggled with this, you’re likely confusing premises with conclusions. Premises are what you’re given as true. Conclusions are what those premises force to be true.

This is the #1 conceptual error in CR inference. Just because something is mentioned in premises doesn’t mean it’s the answer. The answer is what necessarily follows from combining those premises.

✓ Key Takeaway:

Inference questions test logical necessity, not topic familiarity. The correct answer might seem boring or obvious because it’s just restating what must hold.

The 5-Step Method for Must-Be-True Logic

Execute these steps in order. Skipping leads to picking options based on topic familiarity rather than logical necessity.

Step 1: Lock the Premises

Treat all given statements as facts regardless of what you believe. Rephrase complex sentences into simpler logical pieces. “Sales increase when advertising rises” becomes “Ad↑ → Sales↑”. “Most engineers prefer remote work” becomes “More than half of engineers in this set choose remote”.

This translation eliminates confusion later. You’re converting English into logical relations that can be manipulated systematically.

Step 2: Decode the Question Type

“Must be true”, “can be properly inferred”, “follows logically” all mean the same thing: the answer holds in every acceptable scenario. No exceptions allowed. If you can imagine premises true and the option false, reject it immediately.

“Best supported” or “most reasonable conclusion” means strongly backed but not forced. You’re picking the tightest fit with premises, not proving absolute necessity. The standard drops slightly but the answer still can’t speculate wildly or contradict anything stated.

💭

Test Your Understanding

Quick check: If premises say “All A are B” and “Some B are C”, can you conclude “All A are C”?

No. You can only conclude “Some A may be C” or “At least some A could be C”.

Here’s why: All A are B means A is a subset of B. Some B are C means there’s overlap between B and C. But we don’t know if the A subset of B overlaps with the C subset of B. They might, or they might not.

This is the classic quantifier trap. “Some” means “at least one”, not “all”. Upgrading from “some possible overlap” to “all A are C” requires information not provided.

✓ Rule to Remember:

From “some”, you can only infer “at least one”, never “most” or “all”. Watch these upgrades—they’re wrong 80% of the time.

Step 3: Combine Information Systematically

Chain relations when possible. A > B and B > C gives you A > C. All A are B, and some B are C tells you some A may be C, not must be C. Use intersection logic: see where two or more premises overlap and what follows from that overlap.

The correct answer often sits at the junction of multiple premises. One premise alone might not force it, but two together make it unavoidable.

Step 4: Test Options by Trying to Break Them

For each candidate, ask: can I imagine a world where all premises are true but this option is false? If yes, reject it for must-be-true questions. If no, it’s a candidate.

For best-supported questions, pick the option that fits all premises most tightly with the least additional assumption. The weakest link between premises and answer eliminates that choice.

Step 5: Prefer Safe Wording

When two options both seem forced, the one with moderate language wins. “Some” beats “all”. “Often” beats “always”. “May” beats “must”. “Tends to” beats “never”. Extreme quantifiers need explicit support in the premises. Without it, they’re traps.

This heuristic works because CAT premises are carefully limited. They give you qualified, specific claims. Answers that extend beyond those qualifications are wrong.

🎯

Strategy in Action

Imagine premises say “Companies that invest in training see productivity gains” and “TechCorp invested in training 18 months ago.” Must TechCorp have seen gains already?

Not necessarily. It depends on the time frame specified in the first premise.

If premise says “see gains within two years”, and TechCorp is at 18 months, the gains could appear at month 20 and still fit the pattern. You cannot conclude gains have already appeared.

However, you CAN conclude “TechCorp should see gains within the next 6 months” (to complete the 24-month window).

This demonstrates timing precision. CAT premises are carefully worded. “Within X time” doesn’t mean “by halfway through X time”.

✓ Pro Strategy:

Pay attention to qualifiers like “within”, “by”, “after”, “before”. These define exact boundaries for what can be inferred.

Must vs Could vs Likely: The Critical Distinction

Understanding these categories prevents most errors. They look similar but operate under different rules.

Must-be-true means true in every scenario consistent with premises. Zero exceptions. If even one valid interpretation makes it false, it’s wrong. These answers restate or tightly combine what’s given, adding nothing substantive.

Could-be-true means true in at least one consistent scenario. Possibly true, but not required. Many real-life facts are merely could-be-true relative to CAT premises. They’re compatible with the passage but not derived from it.

Likely or strongly supported means fits premises well but isn’t forced. It’s the safest conclusion given the information, even though alternatives exist. When the question asks for “best supported”, this standard applies.

Key Insight: Most wrong answers fall into the could-be-true trap. They’re reasonable extensions, plausible in context, and consistent with passage tone. None of that makes them must-be-true. Test-takers pick them because they make sense generally, not because premises force them.

⚠️

Reality Check

Be honest: How often do you eliminate answer choices systematically instead of just selecting what “sounds smart”?

Most students pick what sounds smart. 99+ percentilers eliminate what’s wrong.

There’s a massive difference. When you actively eliminate wrong answer types (quantifier upgrades, causal assumptions, scope expansions), you’re training pattern recognition. When you just pick what sounds smart, you’re gambling.

The traps work precisely because they “sound smart” to students who skim. They don’t work on students who systematically test each option against premises.

✓ Mindset Shift:

Your goal isn’t to find the right answer. It’s to eliminate 3 wrong answers using systematic tests, leaving only 1 standing.

Common Traps That Kill Accuracy

Interesting but unsupported options discuss the topic intelligently but aren’t derived from premises. They bring in real-world knowledge, common sense, or broader context. All of that is irrelevant. The correct answer must come from the text alone, even if that makes it seem obvious or trivial.

Quantifier upgrades turn “some” into “most” or “all”, “often” into “always”, or “may” into “must”. Premises are carefully worded with limited scope. Answers that exceed that scope are wrong even if the upgrade seems minor.

Causal assumptions treat correlation or coexistence as causation. If premises say X and Y are associated, or X happens when Y happens, you can’t conclude X causes Y or that increasing X will increase Y. Association and causation are different logical categories.

Ignoring qualifiers like “in some cases”, “under these conditions”, or “at least” lets you over-generalize. These phrases limit conclusions to specific scenarios. Removing them creates wrong inferences that sound more confident but lack support.

Real-world facts tempt you to accept statements not supported strictly by the passage. You know something is generally true, so an option stating it seems safe. But if premises don’t establish it, it’s wrong regardless of external truth.

Final Self-Assessment

After reading this entire guide, can you now explain the Break-It Test for inference questions to someone preparing for CAT?

If you can explain it clearly, you’ve internalized the concept. If you’re still fuzzy, that’s your signal to review.

Here’s a simple explanation you should be able to give:

“For each answer choice, ask: Can I imagine any scenario where all premises are true but this option is false? If yes, reject it immediately for must-be-true questions. If no, it’s a candidate. This eliminates 60-70% of wrong answers in seconds.”

✓ Next Action:

If you can’t explain the Break-It Test clearly, review the flashcards and practice questions again. Understanding this single test is foundational to all CR inference work.

Final Reality Check: The last question before marking an answer: is this the tightest, least-assumptive statement that fits all premises? If another option requires fewer additional beliefs to accept, choose that one instead.

Ready to test your understanding? The 20 flashcards above cover every nuance of CR inference, and the practice exercise gives you real CAT-style questions to apply these strategies.

Illustration of common traps in CAT CR inference questions - quantifier upgrades, causal assumptions, scope expansions
Trap Awareness: Visual breakdown of the 5 most common wrong answer types in CR inference questions: quantifier upgrades, causal assumptions, scope expansions, qualifier removal, and real-world intrusion. Learn to recognize and eliminate these traps in under 30 seconds.

❓ Frequently Asked Questions

Common questions about CR inference questions answered

How many CR inference questions appear in CAT VARC?

Inference and conclusion questions typically make up 20-25% of the Critical Reasoning component in CAT VARC. Given that CR usually has 12-16 questions total across the section, you can expect 3-4 inference questions per CAT.

These questions are identifiable by specific phrases: “must be true”, “can be properly inferred”, “properly concluded”, “follows logically”, or “best supported by the statements above”. Some ask what must be true, others ask what can be reasonably concluded. The distinction matters because “must” requires absolute certainty while “best supported” allows for strong probability.

The percentage makes these questions significant but not dominant. Your CR preparation should cover all question types—assumptions, strengthen/weaken, evaluate, bold-face—but inference questions deserve focused practice because they test pure logical reasoning without the complexity layers of other types.

Pro Tip: Inference questions often appear early in the VARC section because they’re conceptually clean. Use them to build confidence and banking time for harder RC passages later. A well-practiced test-taker can solve must-be-true questions in 60-75 seconds consistently.
What’s the best strategy for approaching CR inference questions under time pressure?

Execute a rapid 5-step method: lock premises as facts (15 seconds), decode question type (5 seconds), combine information systematically (20 seconds), test options by trying to break them (20 seconds), prefer safe wording when choosing between candidates (10 seconds). This gives you 70 seconds total, leaving buffer for difficult premises.

The key is pre-work before reading options. Most test-takers jump straight to answer choices, trying to evaluate each against premises. This wastes time and invites confusion. Instead, spend 30-35 seconds understanding what the premises actually establish. Rephrase complex sentences into simple logical relations. Identify any chains, overlaps, or clear inferences you can draw immediately.

Then scan options quickly looking for safe language. Options with “some”, “may”, “often”, “tends to” should be evaluated before extreme options with “always”, “never”, “only”, “all”. Moderate language usually indicates correct answers in inference questions because premises are deliberately limited in scope.

Example workflow: Premises discuss three cities’ population relationships. Before reading options, note the inequalities: A > B, B > C, therefore A > C. Option B says “City A has a larger population than City C”—immediately attractive because it restates your pre-work. Option D says “City C has the smallest population of all cities in the region”—tempting but wrong because premises only cover three cities, not the whole region.
How do I handle premises that seem contradictory or confusing?

First, verify they’re actually contradictory rather than just complex. CAT premises are designed to fit together logically, even if the connection isn’t immediately obvious. Apparent contradictions usually result from different scope or different contexts within the same argument.

Break down each premise individually. Identify the exact claim being made, including all qualifiers like “some”, “most”, “in certain conditions”, “typically”, “when X occurs”. These qualifiers prevent contradictions by limiting scope. Premise 1 might say “employees prefer remote work” while Premise 2 says “productivity increases in office settings”. These aren’t contradictory—they describe preference versus productivity, two different dimensions.

If premises genuinely contradict after careful reading, treat the question as potentially flawed and mark your best answer based on majority of premises. However, this is extremely rare in official CAT questions. More likely, you’re missing a qualifier or misreading a conditional relationship.

When confused, simplify using symbols or shorthand. Convert “Companies that invest in training see productivity gains” to “Training → Productivity↑”. Convert “Most employees prefer remote work” to “Employees_majority → prefer_remote”. This notation makes relationships clearer and helps spot how premises combine.

Pro Tip: If you’re stuck after 90 seconds, mark an answer and move on. Inference questions reward quick logical processing, not prolonged contemplation. Your first systematic evaluation is usually more accurate than extended deliberation under pressure.
What’s the difference between “must be true” and “best supported” inference questions?

“Must be true” questions require absolute certainty. The correct answer holds in every possible scenario where premises are true, with zero exceptions allowed. These test deductive reasoning—if premises are facts, what necessarily follows? You should be able to defend the answer against any challenge by showing it’s forced by the premises.

“Best supported” or “most reasonable conclusion” questions allow strong probability rather than absolute necessity. The correct answer fits premises most tightly with fewest additional assumptions, but alternatives might exist. These test which inference is safest given limited information, not what must occur.

Testing differs for each type. For must-be-true, ask “Can I imagine any scenario where premises hold but this answer is false?” If yes, eliminate it. For best-supported, ask “How many unstated assumptions does this require?” Pick the option needing the fewest additional beliefs.

In practice, many test-takers treat both types identically and suffer for it. Must-be-true tolerates no speculation—safe, boring restatements of premise combinations often win. Best-supported allows modest extension beyond literal premises as long as the extension is strongly indicated rather than invented.

Example: Premises say “Sales increased 15% after the advertising campaign.” For must-be-true, “Sales were higher after the campaign than before” is safe. For best-supported, “The advertising campaign contributed to increased sales” is acceptable despite not being strictly forced, because it’s the most reasonable interpretation of temporal correlation with intent.
Why do I keep falling for trap answers that “sound right” even though they’re wrong?

Trap answers work by triggering System 1 thinking—fast, intuitive, pattern-matching cognitive processes that don’t verify logical connections carefully. They feel right because they align with real-world knowledge, common sense, or general topic familiarity, even though premises don’t support them.

CAT constructs these traps deliberately by including options that: (1) discuss the topic intelligently, (2) use vocabulary from the premises, (3) make claims that are generally true in reality, (4) extend premises in ways that seem reasonable. All of these feel appropriate in casual reasoning. None make the option logically forced by premises.

Counter this by treating premises as the only reality that exists. Real-world facts, your personal knowledge, common sense—all irrelevant. Only what’s stated or necessarily implied counts. This requires conscious override of intuition.

Build the habit of asking “Where in the premises is this supported?” for every attractive option. If you can’t point to specific premise language that forces or strongly backs the claim, it’s probably a trap. Options that feel too obvious or too clever both deserve skepticism.

Pattern recognition helps: Trap types repeat. Quantifier upgrades (some → most), causal assumptions (correlation → causation), scope expansions (specific case → general rule), timing errors (will happen → has happened), and unsupported comparatives (better than → best) account for 80% of wrong answers. Once you recognize the pattern, traps become easier to spot.
How can I improve accuracy from 60% to 85%+ on inference questions?

Target 85% accuracy through systematic elimination rather than positive identification. Your goal isn’t finding the perfect answer—it’s ruling out three obviously wrong options, then choosing between two plausible candidates based on tighter logical fit.

Step one: eliminate extreme language unless explicitly supported. “Always”, “never”, “only”, “all”, “none”—these demand total certainty that premises rarely provide. Cutting these immediately improves odds.

Step two: eliminate options requiring causal assumptions. If premises give correlation or coexistence, don’t accept conclusions about causation, motivation, or policy recommendations. “X happened after Y” doesn’t support “Y caused X” or “We should do Y to get X”.

Step three: eliminate options that bring in outside information. The correct answer might seem boring, obvious, or trivial—that’s fine. Sophisticated-sounding options that add context or broader analysis usually exceed premise scope.

After eliminating three options, you’re choosing between two that both seem reasonable. At this stage, compare assumption count. Which option requires believing fewer unstated things? Which sticks closer to actual premise wording? Which makes the smaller logical jump? Pick that one.

Pro Tip: Attempt 30-40 inference questions in pure practice mode, not timed. For each question, write out your reasoning for the correct answer and why each wrong answer fails. This deliberate practice builds pattern recognition that persists even under time pressure.
Should I spend time rephrasing premises in my own words, or is that too slow?

Rephrase selectively based on premise complexity. Simple, clear premises need no rephrasing—it wastes time without adding clarity. Complex premises with multiple clauses, conditionals, or quantifiers benefit enormously from translation into simpler logical notation.

The benefit isn’t the rephrasing itself but the verification that you understood correctly. When you rephrase “Companies that invest heavily in training see productivity increases within two years” as “Heavy training → Productivity↑ within 2 years”, you’re testing your comprehension. If you can’t simplify it, you probably misunderstood the original claim.

Use shorthand efficiently: arrows for causes/leads to, inequality symbols for comparisons (>, <), "all/some/none" for quantifiers, abbreviations for entities. "Most engineers prefer remote work under flexible schedules" becomes "Engineers_>50% → prefer_remote IF flex_schedule”. This takes 5-8 seconds but prevents misreading scope or conditions.

Don’t rephrase during option evaluation—that’s too late. Do it immediately after reading premises, before seeing answer choices. This pre-work prevents you from being swayed by how options frame the information. You’ve already locked in what the premises establish independently of how answers present themselves.

Example of useful rephrasing: “In elections where turnout exceeds 65%, incumbents win more than 70% of the time” becomes “Turnout>65% → Incumbent_win_prob>70%”. This notation makes it obvious what’s conditional on what, preventing wrong answers that claim incumbents always win or that high turnout is sufficient for victory.
Prashant Chadha

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