NGAT flashcards
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32 cards. Read the term and the definition here. The deck at the top of this page is optional.
- Analogy relationship
- The precise link between the stem pair, such as part-to-whole, cause-effect, function, or degree. State it in one sentence and apply the identical sentence to every option pair.
- Antonym item rule
- The correct option is opposite in meaning to the stem word and matches its part of speech. Options that are synonyms of the stem or unrelated in meaning are distractors.
- Word in context
- A vocabulary item where the answer must preserve the logic of the given sentence. Substitute each option into the sentence and keep the one that fits the surrounding meaning.
- Odd one out words
- A set of words where all but one share a category. Name the category that exactly the majority fit; the outlier must fail that category, not merely feel unusual.
- Main idea answer
- The option that covers the whole passage rather than a single paragraph. Answers that are factually true but address only one supporting detail are distractors.
- Paragraph sentence ordering
- Place the topic sentence first, identified by lacking backward-referring pronouns. Then chain remaining sentences using pronouns, connectors such as however or therefore, and repeated key nouns.
- Conclusion identification
- The conclusion is the claim the premises are meant to support. Restatements of premises and new information from outside the argument are never the conclusion.
- Necessary assumption test
- Negate each candidate statement. If the argument collapses when that statement is negated, the statement is a necessary assumption; if the argument survives, it is not.
- Percent change formula
- Percent change equals (new value minus old value) divided by old value, times 100. Successive percentage changes multiply rather than add, so +20% then โ20% is a net 4% decrease.
- Ratio share formula
- Add the ratio terms to get total parts. One share equals its term divided by total parts, multiplied by the total quantity being divided.
- Combined work rate
- Work rates add when workers act together. Two workers finishing alone in a and b hours complete the job together in ab divided by (a+b) hours.
- Average speed equal distances
- For two equal distances covered at speeds x and y, average speed is the harmonic mean 2xy/(x+y). The arithmetic mean (x+y)/2 is wrong because more time is spent at the slower speed.
- Simple vs compound interest
- Simple interest is P times r times t. Compound amount is P times (1+r) raised to t; compound interest is that amount minus the principal.
- At least one probability
- The probability of at least one occurrence equals 1 minus the probability of none. For independent events, multiply individual probabilities to get the joint probability.
- Number series strategy
- Check first differences, then ratios between consecutive terms, then second differences. Alternating or paired patterns are common when simple rules fail.
- Data sufficiency rule
- A statement is sufficient only if it produces exactly one possible value. If two different values satisfy the statement, it is insufficient even if both are easy to compute.
- Independent element tracking
- In figure series, treat shape, size, shading, position, and count as separate rules. Each attribute may change on its own pattern across the sequence.
- Rotation versus reflection
- Rotation turns a figure by a fixed angle each step and preserves handedness. A mirror image cannot be produced by rotation alone, so it signals a reflection rule.
- Counting rule in figures
- Series and matrix items often depend on counting sides, enclosed regions, line intersections, or dots. Find whether the count increases, decreases, or alternates by a constant step.
- Figure analogy method
- Identify the transformation mapping the first figure to the second, including added or removed parts and their positions. Apply that identical transformation to the third figure.
- Alternating figure series
- Odd-numbered and even-numbered figures may each follow a separate rule. Compare figures 1, 3, and 5 before concluding that the whole series shares one pattern.
- Superposition rules
- When figures overlap, lines may add together, cancel where they coincide, or keep only shared lines. Confirm the rule on two pairs before applying it to the answer.
- Cube net opposite faces
- On a cube net, faces separated by exactly one face in a straight line end up opposite each other. Opposite faces never share an edge after folding.
- Cube vertex rule
- Exactly three faces meet at every vertex of a cube. No two opposite faces are ever adjacent, which eliminates many folding answer options quickly.
- Paper fold unfolding
- Unfold one step at a time, reflecting each punched hole across the fold line. Each fold crossed by a hole doubles the number of resulting holes.
- Handedness in rotation
- Rotation preserves the left-right arrangement of a shape, while reflection reverses it. A rotated shape can never coincide with its mirror image.
- Plan and elevation views
- The top view shows the footprint, while front and side views show height against width. Hidden lines mark edges not directly visible from that viewing direction.
- Block counting rule
- Count visible cubes and add hidden support cubes beneath them. A vertical column of height h contains exactly h cubes, including those hidden from view.
- Contrapositive rule
- From 'if P then Q' only 'if not Q then not P' follows. The converse 'if Q then P' and the inverse 'if not P then not Q' are invalid inferences.
- Only if meaning
- The phrase 'P only if Q' means P implies Q, making Q a necessary condition. It does not mean Q implies P, which is the common reversal trap.
- Some statements
- 'Some A are B' asserts at least one overlap but does not imply 'some A are not B'. Existence claims require an explicit premise stating that something exists.
- Seating puzzle method
- Draw the positions and mark fixed constraints first. Treat phrases like 'A sits immediately left of B' as a single block that moves together through the arrangement.