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AFMC / NEET-linked AFMC Admission Test of Reasoning (AFMC Screening Component) Syllabus
The Test of Reasoning (AFMC Screening Component) syllabus for AFMC / NEET-linked AFMC Admission in full: 4 chapters, 15 topics and 29 sub-topics, every one listed below, plus 52 Test of Reasoning (AFMC Screening Component) flashcards with answers.
Test of Reasoning (AFMC Screening Component) syllabus: all 4 chapters
Expand any chapter to see its topics and sub-topics.
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Verbal Reasoning
4 topics- Analogies and Classification
- Word and number analogies
- Odd-one-out and classification
- Series Completion
- Alphabet and letter series
- Number series and missing terms
- Coding-Decoding
- Letter and number coding
- Substitution and symbol coding
- Blood Relations and Directions
- Family tree and relationship puzzles
- Direction sense and distance
- Analogies and Classification
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Logical and Analytical Reasoning
4 topics- Syllogisms
- Statements and conclusions
- Venn diagram method
- Seating and Arrangement Puzzles
- Linear and circular arrangements
- Scheduling and ranking puzzles
- Statement-Based Reasoning
- Assumptions and arguments
- Cause and effect; course of action
- Mathematical Operations and Inequalities
- Symbol substitution operations
- Coded inequalities
- Syllogisms
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Non-Verbal Reasoning
4 topics- Figure Series and Analogies
- Figure pattern completion
- Figure analogy and classification
- Mirror and Water Images
- Mirror images of figures and text
- Water reflections
- Paper Folding and Cube Construction
- Paper folding and cutting
- Dice and cube problems
- Embedded and Hidden Figures
- Counting figures
- Completion of incomplete patterns
- Figure Series and Analogies
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Data Interpretation and Quantitative Aptitude
3 topics- Data Interpretation
- Tables and bar graphs
- Pie charts and line graphs
- Numerical Ability
- Percentage, ratio and proportion
- Averages, time and work, speed
- Data Sufficiency
- Single and two-statement sufficiency
- Data Interpretation
AFMC / NEET-linked AFMC Admission Test of Reasoning (AFMC Screening Component) flashcards — 52 questions with answers
In a verbal analogy of the form A : B :: C : ?, what is the first step to solving it?
Identify the exact relationship between the first pair (A and B), then apply that same relationship to C to find the missing term.
What is the 'odd-one-out' or classification type of question testing?
The ability to spot the item that does not share the common property/category of the others in a group; all but one belong to the same class.
Give an example of a 'tool : worker' analogy relationship.
Stethoscope : Doctor (the tool is used by that worker); e.g., Brush : Painter, Chisel : Sculptor.
In number analogies, how do you solve 4 : 16 :: 5 : ? ?
Detect the operation (square: 4²=16), then apply it: 5²=25.
What kind of relationship is 'India : Rupee :: Japan : Yen'?
Country : Currency relationship.
In a number series, what should you check first to find the pattern?
The difference between consecutive terms; if not constant, check second-order differences, ratios, or alternating patterns.
Find the next term: 2, 6, 12, 20, 30, ?
42. Differences are 4, 6, 8, 10, 12; add 12 to 30 (these are n²+n: 1·2, 2·3, 3·4...).
What is a geometric (ratio) series, and how is its next term found?
Each term is the previous term multiplied by a constant ratio; multiply the last term by that common ratio (e.g., 3, 6, 12, 24 → ×2).
Find the next term: 1, 1, 2, 3, 5, 8, ?
13 (Fibonacci series: each term is the sum of the previous two).
In a mixed/alternating series like 2, 5, 8, 11... interleaved with 3, 7, 11..., how do you proceed?
Separate the series into two alternating sub-series and find the pattern of each independently.
In coding-decoding, if in a code each letter is replaced by the next letter, how is CAT written?
DBU (C→D, A→B, T→U).
In letter coding, what does it mean to shift letters by their position 'reversed' (A↔Z)?
It is the opposite/reverse code where A=Z, B=Y, C=X... so each letter maps to (27 − its position); e.g., A→Z, M→N.
In substitution coding, what is being changed?
Words/objects are assigned different code words (e.g., 'sky is blue' = 'pa ti lo'); you decode by matching common words across statements.
What is the position value of the letters A, J, S in the alphabet?
A=1, J=10, S=19 (useful for number-letter coding).
In coding, BACK is written as DCEM. By what rule?
Each letter is shifted forward by 2 positions (B→D, A→C, C→E, K→M).
In blood relations, who is your father's brother's wife?
Your aunt (specifically your uncle's wife / paternal aunt-in-law).
In blood relations, the only daughter of your mother's father is who?
Your mother (if she is the only daughter) — or your aunt; the only daughter of your maternal grandfather is your mother.
In direction sense, if you face North and turn 90° clockwise, which direction do you face?
East.
In direction problems, if you walk North then turn right then turn right again, which direction are you now walking?
South (right from North = East, right again = South).
How do you find shortest (straight-line) distance between start and end points in a direction problem?
Use the Pythagorean theorem: distance = √(net east-west displacement² + net north-south displacement²).
Show the other 32 Test of Reasoning (AFMC Screening Component) flashcards
In a syllogism, what are the three parts of the standard argument?
Two premises (statements) and a conclusion; validity is judged by whether the conclusion necessarily follows from the premises.
In syllogisms, what does 'All A are B' allow you to conclude about some B?
Some B are A (conversion of a universal affirmative gives a particular affirmative).
In syllogisms, can 'Some A are B' lead to 'Some A are not B' as a definite conclusion?
No. 'Some' does not guarantee the complement; both 'some are' and 'some are not' are only possibilities, not certain conclusions.
What does 'No A are B' convert to?
'No B are A' (universal negative converts completely).
In syllogism, what is a 'possibility' conclusion?
A conclusion that may be true given the premises but is not necessarily true; it holds only if no premise contradicts it.
In a linear seating arrangement where all face north, how is left/right oriented from your viewpoint?
A person's left is your left and their right is your right (because they face the same way you read the row).
In a circular arrangement where people face the centre, is each person's left clockwise or anticlockwise?
When facing the centre, each person's left hand points clockwise and right hand points anticlockwise.
In a circular arrangement where people face outward (away from centre), which way is each person's right?
When facing outward, each person's right points clockwise (opposite of facing inward).
What is the best first step when solving a seating/arrangement puzzle?
Start with the most definite (fixed-position) clue, build a base diagram, then apply conditional clues to eliminate possibilities.
In statement-and-assumption questions, what is an 'assumption'?
Something taken for granted/implied by the statement — an unstated belief the speaker must hold for the statement to make sense.
In 'statement and course of action', when is a course of action valid?
When it directly addresses/solves the problem in the statement and is practical and reasonable, not merely possible.
In 'statement and conclusion' questions, what makes a conclusion follow?
It must be derivable strictly from the given statement alone, without outside knowledge or assumptions.
In cause-and-effect questions, how do you identify the cause?
The cause is the event that occurs first and independently leads to the other event (the effect), which happens as a result.
In coded inequalities, if A > B and B > C, what is the relation between A and C?
A > C (inequalities are transitive when signs point the same direction).
In inequalities, can you combine A > B and B < C to get a definite relation between A and C?
No. When signs conflict (A > B < C), no definite relation between A and C can be established.
What does A ≥ B and B > C give for A and C?
A > C (combining ≥ and > yields strictly greater than).
In mathematical operations coding (BODMAS substitution), what is the correct order of operations?
Brackets, Orders (powers/roots), Division and Multiplication (left to right), Addition and Subtraction (left to right).
If + means ÷, ÷ means ×, × means −, and − means +, evaluate 6 + 2 ÷ 3 in the coded system.
Replace symbols: 6 ÷ 2 × 3 = 9.
In figure series, what aspects of a figure typically change between steps?
Rotation, number of elements, position, shading/colour, addition or removal of components — track each attribute separately.
In figure analogies, how is the missing figure determined?
Find the transformation (rotation, reflection, addition, etc.) from the first figure to the second, then apply the identical transformation to the third figure.
What is the mirror image rule for an object placed against a vertical mirror?
Left and right are interchanged (laterally inverted) while top and bottom remain unchanged.
How does the mirror image of the word 'B' or letter shapes appear?
It is laterally reversed — letters/words appear flipped left-to-right as if read in a mirror placed to the side.
What is the water image (reflection) rule?
Water reflection inverts the object vertically (top and bottom swapped) while left and right remain unchanged.
Which capital letters look the same in a mirror image (vertical mirror)?
Symmetric letters like A, H, I, M, O, T, U, V, W, X, Y remain unchanged in a vertical mirror.
In paper folding and punching, how does one punched hole appear when the paper is unfolded?
The hole is duplicated symmetrically across each fold line, so the number of holes doubles per fold and positions mirror across the creases.
In a cube formed by folding a flat net, what is true about opposite faces?
Opposite faces are never adjacent in the net; faces separated by one square (or in the same row/column with one between) become opposite when folded.
When a painted cube is cut into n×n×n smaller cubes, how many small cubes have exactly 3 painted faces?
Always 8 (the corner cubes), regardless of n (for n ≥ 2).
For a painted cube cut into n³ pieces, how many small cubes have no painted face?
(n − 2)³ — the inner core cubes that were not on any surface.
What is an 'embedded figure' question testing?
The ability to locate a given simple figure hidden within a more complex pattern without rotating or distorting it.
In a pie chart, how do you convert a sector's degrees to its percentage of the whole?
Percentage = (sector angle ÷ 360) × 100; conversely, degrees = (percentage ÷ 100) × 360.
In data sufficiency, what does it mean if 'statement I alone is sufficient but statement II alone is not'?
The question can be answered using only statement I's information, while statement II by itself does not provide enough to answer.
In a data interpretation table, how is percentage increase from year A to year B calculated?
Percentage increase = ((value_B − value_A) ÷ value_A) × 100.
AFMC / NEET-linked AFMC Admission Test of Reasoning (AFMC Screening Component) FAQ
What is in the AFMC / NEET-linked AFMC Admission Test of Reasoning (AFMC Screening Component) syllabus?
AFMC / NEET-linked AFMC Admission Test of Reasoning (AFMC Screening Component) is split into 4 chapters: Verbal Reasoning, Logical and Analytical Reasoning, Non-Verbal Reasoning and Data Interpretation and Quantitative Aptitude. Together they contain 15 topics and 29 sub-topics.
How many chapters are in AFMC / NEET-linked AFMC Admission Test of Reasoning (AFMC Screening Component)?
4 chapters, containing 15 topics and 29 sub-topics. The largest chapter is Verbal Reasoning, with 4 topics.
Are there flashcards for AFMC / NEET-linked AFMC Admission Test of Reasoning (AFMC Screening Component)?
Yes — a 52-card Test of Reasoning (AFMC Screening Component) deck, printed in full in the flashcards section of this page and available in the Examius app with spaced repetition. The free plan covers one exam of your choice, including its flashcards; Examius Pro, a one-time purchase, unlocks every other exam and deck.